#  @themathcentral Math Central Math Central posts on TikTok about math, to the, in the, matrix the most. They currently have [-------] followers and [--] posts still getting attention that total [------] engagements in the last [--] hours. ### Engagements: [------] [#](/creator/tiktok::7318127307159176224/interactions)  - [--] Week [-------] -13% - [--] Month [-------] -88% - [--] Months [----------] +97% - [--] Year [----------] -16% ### Mentions: [--] [#](/creator/tiktok::7318127307159176224/posts_active)  - [--] Month [--] -21% - [--] Months [--] +46% - [--] Year [--] +104% ### Followers: [-------] [#](/creator/tiktok::7318127307159176224/followers)  - [--] Week [-------] +0.08% - [--] Month [-------] +0.21% - [--] Months [-------] +19% - [--] Year [-------] +171% ### CreatorRank: [-------] [#](/creator/tiktok::7318127307159176224/influencer_rank)  ### Social Influence **Social category influence** [finance](/list/finance) [countries](/list/countries) **Social topic influence** [math](/topic/math) #431, [to the](/topic/to-the), [in the](/topic/in-the), [matrix](/topic/matrix), [center](/topic/center), [the first](/topic/the-first), [angle](/topic/angle) #268, [sum](/topic/sum), [form](/topic/form) #207, [solve](/topic/solve) #765 **Top accounts mentioned or mentioned by** [@mathosai](/creator/undefined) ### Top Social Posts Top posts by engagements in the last [--] hours "The determinant of a matrix is a special number that can be calculated from a square matrix and gives important information about the matrixs properties. It can be thought of as a measure of how the matrix transforms space; for example in two or three dimensions it represents how the matrix scales area or volume when applied to shapes. If the determinant is zero the matrix squashes the space into a lower dimension meaning it cannot be inverted and has no unique solution in systems of equations. A positive or negative determinant also indicates whether the transformation preserves or reverses" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7500664192442174742) 2025-05-04T18:47Z 264.8K followers, 958.5K engagements "Cramers Rule is a method in linear algebra used to solve a system of linear equations with the same number of equations as unknowns provided the system has a unique solution. It works by expressing each variable as a ratio of determinants. For a system AX = b where A is a square coefficient matrix and b is the constant vector the solution for the i-th variable is given by det(A_i) / det(A). Here det(A) is the determinant of the coefficient matrix and det(A_i) is the determinant of the matrix obtained by replacing the i-th column of A with the constant vector b. Cramers Rule is elegant and" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7556997471298243872) 2025-10-03T14:10Z 264.8K followers, 204.1K engagements "The GOLDEN Spiral #math #learning #fibonacci #fyp #goldenspiral" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7418515391590288673) 2024-09-25T09:48Z 250.7K followers, 184.3K engagements "Math ❤ #math #heart #learning #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7418950223340244257) 2024-09-26T13:56Z 220.8K followers, 326.2K engagements "Do you agree This problem is often seen as ambiguous because the multiplication between [--] and (1+2) can be performed first leading to [--] divided by [--] which equals [--]. However if [--] is divided by [--] first it results in [--] times [--] which gives [--] #math #learning #equation #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7419404228315172128) 2024-09-27T19:17Z 97.9K followers, 30.3K engagements "The Chill Guy is constructed by using parametric equations which express x and y as functions of a third variable t. The generalized equations x=g(t) and y=h(t) represent the framework for how the character is drawn with every single curve being defined by its own parametric equation. These equations trace the contours and lines that come together to form the complete figure. #math #learnontiktok #chillguy #animation #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7442685354072689942) 2024-11-29T13:00Z 253.6K followers, 176.4K engagements "The difference of squares is an algebraic concept that shows how the difference between two squared quantities can be rewritten as the product of their sum and their difference. This relationship is useful for simplifying problems solving equations and understanding patterns in mathematics. It highlights a connection between subtraction and multiplication providing an efficient way to break down certain types of expressions or equations. #math #LearnOnTikTok #animation #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7451952484895018262) 2024-12-24T12:21Z 223K followers, 86K engagements "The Butterfly Equation is a fascinating curve that resembles the shape of a butterfly when plotted in polar coordinates. This equation creates a complex symmetric curve with multiple lobes that visually resemble butterfly wings. Its often admired for its aesthetic beauty and mathematical elegance. #math #learning #butterfly #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7421503985405693216) 2024-10-03T11:06Z 264.8K followers, 540.4K engagements "Heres how sin(x) works using a spinning circle As the point moves around its height creates the classic wave pattern you see. #math #learning #sine" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7423778319566458145) 2024-10-09T14:11Z 264.8K followers, 1.7M engagements "The Archimedean spiral is a curve that moves outward from a central point at a constant rate like the grooves on a vinyl record. Unlike other spirals its arms stay evenly spaced making it useful in designs engineering and nature studies. #math #learnontiktok #animation #spiral #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7438211356458896673) 2024-11-17T11:39Z 264.8K followers, 169.1K engagements "The exponential curve is a mathematical function of the form y = ex where e is Eulers number approximately equal to [-----]. This curve grows rapidly and is fundamental in modeling processes like population growth compound interest and natural phenomena. #math #learnontiktok #exponentialcurve #animation #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7441941605688331552) 2024-11-27T12:54Z 264.8K followers, 352.4K engagements "Integrals are the mathematical formalization of finding the exact area under a curve by summing an infinite number of infinitesimally small rectangles. This concept begins with discretization where the area is approximated by dividing the interval into finite rectangles as in Riemann sums. Each rectangles width represents a small segment of the interval dx while its height corresponds to the functions value at that point f(x). As the width of the rectangles approaches zero the sum of their areas becomes a precise measure of the total area which is the integral. #math #animation #learnontiktok" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7447866069684915478) 2024-12-13T12:04Z 264.8K followers, 2.1M engagements "The Golden Ratio () approximately [-----] is a mathematical constant with unique aesthetic and geometric properties. Two quantities are in the golden ratio if their ratio is the same as the ratio of their sum to the larger of the two quantities. A prominent visual representation of the Golden Ratio is the Golden Spiral created by constructing quarter-circle arcs inside an expanding series of Golden Rectangles. This spiral frequently appears in nature such as in shells hurricanes and galaxies and is admired for its harmonious proportions. #math #LearnOnTikTok #animation #goldenratio #fyp Looking" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7453446867230215446) 2024-12-28T13:00Z 264.8K followers, 249.9K engagements "To perform operations with fractions start by ensuring the denominators are the same for addition and subtraction. Once the denominators match add or subtract the numerators while keeping the denominator unchanged and simplify if possible. For multiplication simply multiply the numerators together and the denominators together then reduce the fraction to its simplest form. Division requires flipping the second fraction (taking its reciprocal) and then proceeding as you would with multiplication. Always simplify the final result to make it as concise as possible. #math #learnontiktok" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7459047733492534550) 2025-01-12T15:14Z 264.8K followers, 7.4M engagements "A circle is a perfectly symmetrical shape where every point on its boundary is equidistant from a fixed center. The equation that represents a circle in a coordinate plane is derived from one of the most fundamental principles in mathematicsthe Pythagorean theorem. If a circle is centered at the point (a b) with a radius r then every point (x y) on the circle satisfies the equation (x a) + (y b) = r. This formula arises from the idea that the distance between any point on the circle and its center must always be exactly r. By considering this distance as the hypotenuse of a right triangle" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7474614897733684502) 2025-02-23T14:03Z 264.8K followers, 749.1K engagements "Pascals Triangle is a triangular arrangement of numbers where each number is the sum of the two directly above it. It begins with a single [--] at the top and each row starts and ends with [--]. The inner numbers are obtained by adding the two numbers from the previous row. This pattern forms the coefficients of binomial expansions meaning each row corresponds to the coefficients in the expansion of a binomial expression raised to a power. Beyond algebra Pascals Triangle has applications in probability combinatorics and number theory. It reveals patterns such as triangular numbers Fibonacci numbers" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7477223317922008342) 2025-03-02T14:45Z 264.8K followers, 278.2K engagements "The Taylor series is a way to represent a function as an infinite sum of terms based on its derivatives at a single point typically around zero (Maclaurin series). It approximates functions using polynomials where each term involves higher-order derivatives of the function divided by factorials. For sin(x) its Taylor series expansion around x = [--] consists of only odd-powered terms alternating in sign since sine is an odd function. The series begins with x followed by -x/3 then +x/5 and so on continuing indefinitely. This allows sin(x) to be approximated with remarkable accuracy for small" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7482829137292299542) 2025-03-17T17:18Z 264.8K followers, 498.5K engagements "The dot product is a way to combine two vectors to get a single number. You multiply the matching components of the two vectors and then add those results together. For example if you have two 2D vectors you multiply the x-values together and the y-values together then add those two numbers. The result tells you something about how much the two vectors point in the same direction. If the result is zero the vectors are at a right angle to each other. Theres also a geometric way to understand it: the dot product equals the magnitude of the first vector times the magnitude of the second vector" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7494636672135482646) 2025-04-18T12:58Z 264.8K followers, 207.8K engagements "Integrals are the mathematical formalization of finding the exact area under a curve by summing an infinite number of infinitesimally small rectangles. This concept begins with discretization where the area is approximated by dividing the interval into finite rectangles as in Riemann sums. Each rectangles width represents a small segment of the interval dx while its height corresponds to the functions value at that point f(x). As the width of the rectangles approaches zero the sum of their areas becomes a precise measure of the total area which is the integral. #math #integral #calculus #area" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7511650135458188566) 2025-06-03T09:19Z 264.8K followers, 1.3M engagements "Quadratic transformations describe how the graph of a quadratic function changes when we apply operations such as shifting reflecting stretching or compressing. Starting from the basic function f(x) = x2 vertical shifts occur when a constant is added or subtracted moving the parabola up or down while horizontal shifts occur when the input is adjusted moving it left or right. Reflections are produced by multiplying the function by [---] flipping the parabola across the x-axis. Vertical stretches and compressions depend on the coefficient a: values of a [--] make the parabola narrower and [--] a [--] make" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7552858066123820320) 2025-09-22T10:27Z 264.8K followers, 772.8K engagements "The Gauss summation is a formula for quickly finding the sum of the first n natural numbers: [--] + [--] + [--] + cdots + n. It can be visualized using a single stepped triangular shape made of squares. Imagine n columns where the first column has [--] square the second [--] and so on until the nth column has n squares. Inside this shape you can fit a large inscribed triangle whose area is n2/2. The remaining spaces consist of n half-squares each with area 1/2 which together add up to n/2. Adding these two areas gives the total number of squares in the shape which represents the sum of the first n natural" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7559602682890161440) 2025-10-10T14:39Z 264.8K followers, 876K engagements "Check out @Mathos.AI and make studying way easier A radian is a unit of angular measure used in mathematics to describe the size of an angle. It is based on the radius of a circleone radian is the angle formed when the length of the arc of a circle is equal to the radius of that circle. Since the circumference of a circle is 2pir a full rotation around the circle is 2pi radians which equals [---] degrees. Therefore [--] radian = 180/pi degrees or roughly [----]. Radians are often preferred in mathematics and physics because they make formulas in trigonometry and calculus simpler and more natural." [TikTok Link](https://www.tiktok.com/@themathcentral/video/7562567242022423841) 2025-10-18T14:23Z 264.8K followers, 99K engagements "The Heart Equation is a mathematical expression that beautifully combines algebraic and trigonometric components to form a heart-like shape. In this equation the first term x(3/2) defines the basic curved structure of the graph while the second term involving the sine function sin(hx) introduces oscillations that sculpt the wavy pattern forming the top of the heart. The variable h controls the frequency of these waveswhen h increases the oscillations become tighter and more numerous gradually shaping the familiar heart contour. This elegant mix of polynomial and trigonometric behavior" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7564788640199626016) 2025-10-24T14:03Z 264.8K followers, 513.3K engagements "The Sine Law states that in any triangle the ratio of a side length to the sine of its opposite angle remains constant. It is useful for finding missing sides or angles when given certain combinations of angles and sides. This law is particularly helpful in solving oblique triangles where right-angle methods do not apply. By using known values missing measurements can be determined through proportional relationships. #math #learnontiktok #sine #sinelaw #animation #fyp Women in politics Women in politics" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7469769301688421654) 2025-02-10T12:40Z 264.3K followers, 738.2K engagements "A circle is a perfectly symmetrical shape where every point on its boundary is equidistant from a fixed center. The equation that represents a circle in a coordinate plane is derived from one of the most fundamental principles in mathematicsthe Pythagorean theorem. If a circle is centered at the point (a b) with a radius r then every point (x y) on the circle satisfies the equation (x a) + (y b) = r. This formula arises from the idea that the distance between any point on the circle and its center must always be exactly r. By considering this distance as the hypotenuse of a right triangle" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7534186890337996054) 2025-08-03T02:53Z 264.8K followers, 251.6K engagements "Pythagorean Theorem Visualisation #math #learning #pythagoreantheorem #animation #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7417579355204799776) 2024-09-22T21:16Z 264.3K followers, 1.5M engagements "The formula y = ax + b represents a straight line. In this equation a is the slope which tells us how steep the line is and b is the y-intercept the point where the line crosses the y-axis. Its a basic concept in algebra that helps us understand linear relationships. #math #equation #animation #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7436772429109742880) 2024-11-13T14:35Z 263.7K followers, 474.8K engagements "The Japanese multiplication method also known as the line multiplication method is a visual approach to multiplying numbers. It uses intersecting lines to represent digits and the intersections are counted and grouped to calculate the product. This method emphasizes simplicity and provides an alternative to traditional multiplication techniques. ⛩ #math #learnontiktok #animation #multiplication #japan #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7438999753012120864) 2024-11-19T14:38Z 264.3K followers, 4.4M engagements "Cosine (cos) is a trigonometric function that represents the ratio of a triangles adjacent side to its hypotenuse in a right triangle. Its also the x-coordinate of a point on the unit circle for a given angle. #math #learnontiktok #trignometry #cosine #animation #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7440451965835808033) 2024-11-23T12:33Z 263.4K followers, 62.3K engagements "Root simplification is the process of rewriting a square root in its simplest form by using prime factorization. This involves breaking the number inside the root into its prime factors and grouping them into pairs or higher powers depending on the type of root. Any complete groups can be taken out of the root leaving the simplified form. This method ensures the square root is as simple as possible while keeping its value unchanged. #math #learnontiktok #animation #squareroot #primefactorization #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7444905683843108118) 2024-12-05T12:36Z 264.3K followers, 80.9K engagements "The Pythagorean Identity is a fundamental relationship in trigonometry expressed as sin(x) + cos(x) = [--]. This equation holds true for all real values of x and is derived from the Pythagorean theorem applied to the unit circle. It establishes a constant relationship between the squares of the sine and cosine of an angle showing that their sum is always equal to one. #math #learnontiktok #trigonometry #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7461626168685382934) 2025-01-19T14:00Z 263.3K followers, 454.6K engagements "Vivianis theorem states that in an equilateral triangle the sum of the perpendicular distances from any interior point to the three sides is always equal to the height of the triangle. This means that if a point is chosen anywhere inside the triangle and perpendicular lines are drawn from this point to each of the three sides the total length of these three perpendiculars will be the same as the height of the original equilateral triangle. The theorem can be proved by considering the areas of the three smaller triangles formed by these perpendiculars and showing that their total area equals" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7467586733803064598) 2025-02-04T15:30Z 262.1K followers, 467.1K engagements "Set operations are fundamental for understanding relationships between groups of elements and Venn diagrams provide a clear way to visualize them. Union shows all elements from both sets intersection highlights shared elements and difference focuses on whats unique to one set. Symmetric difference captures elements in either set but not in both while containment reveals when one set is entirely within another. #math #LearnOnTikTok #animation #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7485781283663039766) 2025-03-25T16:14Z 263.3K followers, 86.3K engagements "The volume of a sphere can be understood by imagining it as being made up of a large number of extremely thin circular slices stacked throughout the entire shape. Each slice is a flat disk whose size depends on where it is located within the sphere slices closer to the center are larger while those near the edges are smaller. By calculating the area of each of these tiny slices and then summing all of them together using a process called integration we can find the total volume. This method ultimately leads to the well-known result that gives the volume of a sphere in terms of its radius." [TikTok Link](https://www.tiktok.com/@themathcentral/video/7507594095687126294) 2025-05-23T10:59Z 264.8K followers, 93.5K engagements "The cosine law is a way to find a missing side or angle in any triangle. It says that if you know two sides and the angle between them you can work out the third side or if you know all three sides you can find an angle. It works by linking the lengths of the sides to the cosine of an angle which measures how open the angle is. This makes it a more general version of the Pythagorean theorem that works for all triangles not just right-angled ones. #math #LearnOnTikTok #trigonometry #animation #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7538934656318672150) 2025-08-15T21:56Z 264.8K followers, 296.3K engagements "Theyre not wrong tho #gym #fyp #foryoupage #viral #gymtok" [TikTok Link](https://www.tiktok.com/@cam_eeds/video/7562969106803117367) 2025-10-19T16:23Z [----] followers, 1.1M engagements "The sine of a sum identity is a trigonometric formula that allows us to find the sine of two angles added together by breaking it into simpler parts. Instead of calculating sin(a + b) directly the identity expresses it as sin(a)cos(b) + cos(a)sin(b). This works because sine and cosine represent coordinates on the unit circle and when two angles are added their combined effect can be understood through rotating one angle by another. The formula essentially captures how the horizontal and vertical components of these rotations interact. As a result the identity is very useful in simplifying" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7572596373980237088) 2025-11-14T15:01Z 264.8K followers, 744.8K engagements "Part [---] Another day another budol tayo dito sa Marks & Spencer nga mga chocolate & biscuits nila starting price 3QR lang 🤗🤩 Reminder mga cheche: always check the expiration date po 🥰🫶 #mrstomas #budolnimrstomas #ofwqatar #marksandspencer #lifeinqatar" [TikTok Link](https://www.tiktok.com/@mrstomas24/video/7575987150676626696) 2025-11-23T18:19Z [--] followers, 11.4K engagements "Vem aii ❤🖤 #flamengo #libertadores #arrascaeta #mengao #flamengolibertadores" [TikTok Link](https://www.tiktok.com/@karyne.charbelle/video/7577909743830732050) 2025-11-28T22:40Z [--] followers, 428.3K engagements "Creating a simple paper bow for holiday gift wrap. #giftwrapideas #holidayaesthetic #papercraft #christmasgiftwrap #festivewrapping Paper Bow Gift Wrap Paper Bow Gift Wrap" [TikTok Link](https://www.tiktok.com/@bloom.and.craft/video/7578559293046148365) 2025-11-30T16:41Z 60.3K followers, 2.3M engagements "A Galton pyramid (or Galton board) illustrates the Normal distribution by showing how many small random events combine to create a predictable bell-shaped pattern. As balls drop through rows of pegs each bounce sends a ball left or right with equal probability. Although each individual path is random most balls end up near the center because there are many more ways to take a balanced mix of left and right bounces than to take all left or all right. When many balls are dropped the pile that forms in the bins at the bottom naturally takes on the smooth symmetric curve of the Normal" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7580387742815767841) 2025-12-05T14:56Z 264.8K followers, 53.7K engagements "what are we feeling also hi I haven't posted in a bit but I promise I'm working on stuff when I can 🫶 #jungle #ukg #flstudio ok do we like the jungle edit of this or the slowed down ukg vibe maybe I should just release both slowed edit next one in a sec this is the og jungle edit ok do we like the jungle edit of this or the slowed down ukg vibe maybe I should just release both slowed edit next one in a sec this is the og jungle edit" [TikTok Link](https://www.tiktok.com/@elliniamusic/video/7589821054932061471) 2025-12-31T01:02Z [---] followers, [---] engagements "The quadratic formula is used to solve quadratic equations in the form ax + bx + c = [--] where a b and c are the coefficients from the equation. The symbol indicates there are usually two solutions one using addition and the other using subtraction. The part under the square root b - 4ac is called the discriminant and determines the type of solutions. If the discriminant is greater than [--] there are two distinct real solutions. If it equals [--] there is one real solution and if it is less than [--] there are no real solutions but two complex solutions instead. #math #learnontiktok #quadraticformula" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7464231389056093462) 2025-01-26T14:30Z 264.4K followers, 93.1K engagements "Root simplification is the process of rewriting a square root in its simplest form by using prime factorization. This involves breaking the number inside the root into its prime factors and grouping them into pairs or higher powers depending on the type of root. Any complete groups can be taken out of the root leaving the simplified form. This method ensures the square root is as simple as possible while keeping its value unchanged. #math #LearnOnTikTok #animation #primefactorization #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7583414058079014176) 2025-12-13T18:39Z 264.8K followers, 28.7K engagements "Set operations are fundamental for understanding relationships between groups of elements and Venn diagrams provide a clear way to visualize them. Union shows all elements from both sets intersection highlights shared elements and difference focuses on whats unique to one set. Symmetric difference captures elements in either set but not in both while containment reveals when one set is entirely within another. #math #learnontiktok #animation #fyp what a difference [--] years can make what a difference [--] years can make" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7443795834057018646) 2024-12-02T12:49Z 264.8K followers, 426.5K engagements "To perform operations with fractions start by ensuring the denominators are the same for addition and subtraction. Once the denominators match add or subtract the numerators while keeping the denominator unchanged and simplify if possible. For multiplication simply multiply the numerators together and the denominators together then reduce the fraction to its simplest form. Division requires flipping the second fraction (taking its reciprocal) and then proceeding as you would with multiplication. Always simplify the final result to make it as concise as possible. #math #learning #fractions" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7547376317751201046) 2025-09-07T15:54Z 264.8K followers, 2M engagements "Monte Carlo integration is a powerful numerical technique used to estimate the value of complex integrals by leveraging the principles of randomness and probability. Instead of relying on traditional geometric subdivisions like rectangles or trapezoids this method involves generating a large number of random points within a defined multidimensional space that encompasses the function being measured. By calculating the fraction of these random points that fall beneath the curve of the function and multiplying that ratio by the total volume of the search space one can derive a statistical" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7587075571520113952) 2025-12-23T15:28Z 264.8K followers, [----] engagements "Matrix multiplication is a fundamental concept in mathematics with real-world applications in physics engineering and machine learning. It works by combining two matrices in a structured way: the number of columns in the first matrix must match the number of rows in the second. The result is a new matrix where each element is found by taking the dot product of a row from the first matrix and a column from the second. Unlike simple arithmetic matrix multiplication isnt always reversible order matters meaning AxB is usually different from BxA . Despite this it follows predictable rules such as" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7567813025302891808) 2025-11-01T17:39Z 264.8K followers, 106.5K engagements "SOH-CAH-TOA is a mnemonic used to remember the three primary trigonometric ratios: sine cosine and tangent. It stands for SOH (Sine = Opposite / Hypotenuse) CAH (Cosine = Adjacent / Hypotenuse) and TOA (Tangent = Opposite / Adjacent). These ratios are used to find missing sides or angles in a right-angled triangle. The opposite side is the one directly across from the angle the adjacent side is next to the angle but not the hypotenuse and the hypotenuse is the longest side. By applying SOHCAHTOA one can easily determine unknown values in trigonometric problems. #math #learnontiktok" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7472061882812337410) 2025-02-16T16:56Z 264.8K followers, 1M engagements "#math #learning #animation #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7417046134973041952) 2024-09-21T10:47Z 264.8K followers, 1.4M engagements "To solve a logarithm determine the power you need to raise the base to in order to get the given number. For example in the logarithm log [--] the base is [--] and the given number is [--]. Since [--] = [--] the answer to log [--] is [--]. #math #learning #animation #logarithm #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7437638260203048224) 2024-11-15T22:35Z 264.8K followers, 123.8K engagements "Matrix multiplication is a fundamental concept in mathematics with real-world applications in physics engineering and machine learning. It works by combining two matrices in a structured way: the number of columns in the first matrix must match the number of rows in the second. The result is a new matrix where each element is found by taking the dot product of a row from the first matrix and a column from the second. Unlike simple arithmetic matrix multiplication isnt always reversible order matters meaning AxB is usually different from BxA . Despite this it follows predictable rules such as" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7465353338654166294) 2025-01-29T15:03Z 264.8K followers, 1.9M engagements "Pi () is a mathematical constant representing the ratio of a circles circumference to its diameter. Its an irrational number meaning it has an infinite non-repeating decimal expansion. The approximate value of pi is [-------] but it continues infinitely. Pi is essential in geometry trigonometry and many other fields particularly when dealing with circles spheres and periodic functions. #math #learning #pi #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7420703955476286752) 2024-10-01T07:21Z 264.8K followers, 332.4K engagements "A limit in mathematics describes the value a function or sequence approaches as the input approaches a specific point or infinity. It is fundamental in calculus defining concepts like continuity derivatives and integrals. Limits analyze behavior near points at infinity or in indeterminate cases using techniques like substitution and factoring. #math #animation #learnontiktok #limit #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7456053177293622550) 2025-01-04T13:34Z 264.8K followers, 208.1K engagements "The Pythagorean Theorem states that in a right-angled triangle the square of the length of the hypotenuse is equal to the sum of the squares of the lengths of the other two sides expressed as a + b = c where c represents the hypotenuse and a and b are the other two sides. This fundamental principle in geometry helps calculate distances verify right angles and solve problems in various fields such as construction physics and navigation. The theorem is widely used in coordinate geometry trigonometry and even in three-dimensional space to find distances between points. #math #learnontiktok" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7480525973411171606) 2025-03-11T12:21Z 264.8K followers, 2M engagements "LHpitals Rule is a method in calculus used to find the limit of a fraction when both the numerator and denominator approach zero or infinity creating an indeterminate form like 0/0 or /. Instead of evaluating the original functions directly one can take the derivatives of the numerator and denominator separately and then re-evaluate the limit using these new functions. If the new limit exists that becomes the solution. #math #learnontiktok #limits #animation #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7496910595183136022) 2025-04-24T16:02Z 264.8K followers, 756.6K engagements "SOH-CAH-TOA is a mnemonic used to remember the three primary trigonometric ratios: sine cosine and tangent. It stands for SOH (Sine = Opposite / Hypotenuse) CAH (Cosine = Adjacent / Hypotenuse) and TOA (Tangent = Opposite / Adjacent). These ratios are used to find missing sides or angles in a right-angled triangle. The opposite side is the one directly across from the angle the adjacent side is next to the angle but not the hypotenuse and the hypotenuse is the longest side. By applying SOHCAHTOA one can easily determine unknown values in trigonometric problems. #math #learning #trignometry" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7602657812036078880) 2026-02-03T15:15Z 264.8K followers, 22.5K engagements "SOH-CAH-TOA is a mnemonic used to remember the three primary trigonometric ratios: sine cosine and tangent. It stands for SOH (Sine = Opposite / Hypotenuse) CAH (Cosine = Adjacent / Hypotenuse) and TOA (Tangent = Opposite / Adjacent). These ratios are used to find missing sides or angles in a right-angled triangle. The opposite side is the one directly across from the angle the adjacent side is next to the angle but not the hypotenuse and the hypotenuse is the longest side. By applying SOHCAHTOA one can easily determine unknown values in trigonometric problems. #math #learning #trignometry" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7602657812036078880) 2026-02-03T15:15Z 264.8K followers, 22.5K engagements "The dragon curve often called the Heighway dragon is a complex fractal shape that illustrates how intricate patterns can emerge from very simple repetitive rules. You can visualize its construction by imagining a long strip of paper that you fold in half repeatedly in the same direction; when you unfold the strip so that every crease forms a 90-degree angle the resulting zigzagging path forms the dragon curve. With each iteration the curve becomes longer and more detailed spiraling around itself in a self-similar pattern that resembles a stylized dragon or a jagged coastline. Mathematically" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7598930683528039712) 2026-01-24T14:12Z 264.8K followers, 15.4K engagements "The Japanese multiplication method also known as the line multiplication method is a visual approach to multiplying numbers. It uses intersecting lines to represent digits and the intersections are counted and grouped to calculate the product. This method emphasizes simplicity and provides an alternative to traditional multiplication techniques. ⛩ #math #learning #multiplication #japan #reels" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7593379489489390880) 2026-01-09T15:10Z 264.8K followers, 80K engagements "Monte Carlo integration is a powerful numerical technique used to estimate the value of complex integrals by leveraging the principles of randomness and probability. Instead of relying on traditional geometric subdivisions like rectangles or trapezoids this method involves generating a large number of random points within a defined multidimensional space that encompasses the function being measured. By calculating the fraction of these random points that fall beneath the curve of the function and multiplying that ratio by the total volume of the search space one can derive a statistical" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7587075571520113952) 2025-12-23T15:28Z 264.8K followers, [----] engagements "Root simplification is the process of rewriting a square root in its simplest form by using prime factorization. This involves breaking the number inside the root into its prime factors and grouping them into pairs or higher powers depending on the type of root. Any complete groups can be taken out of the root leaving the simplified form. This method ensures the square root is as simple as possible while keeping its value unchanged. #math #LearnOnTikTok #animation #primefactorization #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7583414058079014176) 2025-12-13T18:39Z 264.8K followers, 28.7K engagements "A Galton pyramid (or Galton board) illustrates the Normal distribution by showing how many small random events combine to create a predictable bell-shaped pattern. As balls drop through rows of pegs each bounce sends a ball left or right with equal probability. Although each individual path is random most balls end up near the center because there are many more ways to take a balanced mix of left and right bounces than to take all left or all right. When many balls are dropped the pile that forms in the bins at the bottom naturally takes on the smooth symmetric curve of the Normal" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7580387742815767841) 2025-12-05T14:56Z 264.8K followers, 53.7K engagements "Check out @Mathos.AI and watch your grades go up The Pythagorean Theorem states that in a right-angled triangle the square of the length of the hypotenuse is equal to the sum of the squares of the lengths of the other two sides expressed as a + b = c where c represents the hypotenuse and a and b are the other two sides. This fundamental principle in geometry helps calculate distances verify right angles and solve problems in various fields such as construction physics and navigation. The theorem is widely used in coordinate geometry trigonometry and even in three-dimensional space to find" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7578148561779494177) 2025-11-29T14:07Z 264.8K followers, 12.3K engagements "The sine of a sum identity is a trigonometric formula that allows us to find the sine of two angles added together by breaking it into simpler parts. Instead of calculating sin(a + b) directly the identity expresses it as sin(a)cos(b) + cos(a)sin(b). This works because sine and cosine represent coordinates on the unit circle and when two angles are added their combined effect can be understood through rotating one angle by another. The formula essentially captures how the horizontal and vertical components of these rotations interact. As a result the identity is very useful in simplifying" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7572596373980237088) 2025-11-14T15:01Z 264.8K followers, 744.8K engagements "Matrix multiplication is a fundamental concept in mathematics with real-world applications in physics engineering and machine learning. It works by combining two matrices in a structured way: the number of columns in the first matrix must match the number of rows in the second. The result is a new matrix where each element is found by taking the dot product of a row from the first matrix and a column from the second. Unlike simple arithmetic matrix multiplication isnt always reversible order matters meaning AxB is usually different from BxA . Despite this it follows predictable rules such as" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7567813025302891808) 2025-11-01T17:39Z 264.8K followers, 106.5K engagements "The Heart Equation is a mathematical expression that beautifully combines algebraic and trigonometric components to form a heart-like shape. In this equation the first term x(3/2) defines the basic curved structure of the graph while the second term involving the sine function sin(hx) introduces oscillations that sculpt the wavy pattern forming the top of the heart. The variable h controls the frequency of these waveswhen h increases the oscillations become tighter and more numerous gradually shaping the familiar heart contour. This elegant mix of polynomial and trigonometric behavior" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7564788640199626016) 2025-10-24T14:03Z 264.8K followers, 513.3K engagements "Check out @Mathos.AI and make studying way easier A radian is a unit of angular measure used in mathematics to describe the size of an angle. It is based on the radius of a circleone radian is the angle formed when the length of the arc of a circle is equal to the radius of that circle. Since the circumference of a circle is 2pir a full rotation around the circle is 2pi radians which equals [---] degrees. Therefore [--] radian = 180/pi degrees or roughly [----]. Radians are often preferred in mathematics and physics because they make formulas in trigonometry and calculus simpler and more natural." [TikTok Link](https://www.tiktok.com/@themathcentral/video/7562567242022423841) 2025-10-18T14:23Z 264.8K followers, 99K engagements "The Gauss summation is a formula for quickly finding the sum of the first n natural numbers: [--] + [--] + [--] + cdots + n. It can be visualized using a single stepped triangular shape made of squares. Imagine n columns where the first column has [--] square the second [--] and so on until the nth column has n squares. Inside this shape you can fit a large inscribed triangle whose area is n2/2. The remaining spaces consist of n half-squares each with area 1/2 which together add up to n/2. Adding these two areas gives the total number of squares in the shape which represents the sum of the first n natural" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7559602682890161440) 2025-10-10T14:39Z 264.8K followers, 876K engagements "Cramers Rule is a method in linear algebra used to solve a system of linear equations with the same number of equations as unknowns provided the system has a unique solution. It works by expressing each variable as a ratio of determinants. For a system AX = b where A is a square coefficient matrix and b is the constant vector the solution for the i-th variable is given by det(A_i) / det(A). Here det(A) is the determinant of the coefficient matrix and det(A_i) is the determinant of the matrix obtained by replacing the i-th column of A with the constant vector b. Cramers Rule is elegant and" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7556997471298243872) 2025-10-03T14:10Z 264.8K followers, 204.1K engagements "Quadratic transformations describe how the graph of a quadratic function changes when we apply operations such as shifting reflecting stretching or compressing. Starting from the basic function f(x) = x2 vertical shifts occur when a constant is added or subtracted moving the parabola up or down while horizontal shifts occur when the input is adjusted moving it left or right. Reflections are produced by multiplying the function by [---] flipping the parabola across the x-axis. Vertical stretches and compressions depend on the coefficient a: values of a [--] make the parabola narrower and [--] a [--] make" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7552858066123820320) 2025-09-22T10:27Z 264.8K followers, 772.8K engagements "To perform operations with fractions start by ensuring the denominators are the same for addition and subtraction. Once the denominators match add or subtract the numerators while keeping the denominator unchanged and simplify if possible. For multiplication simply multiply the numerators together and the denominators together then reduce the fraction to its simplest form. Division requires flipping the second fraction (taking its reciprocal) and then proceeding as you would with multiplication. Always simplify the final result to make it as concise as possible. #math #learning #fractions" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7547376317751201046) 2025-09-07T15:54Z 264.8K followers, 2M engagements "The cosine law is a way to find a missing side or angle in any triangle. It says that if you know two sides and the angle between them you can work out the third side or if you know all three sides you can find an angle. It works by linking the lengths of the sides to the cosine of an angle which measures how open the angle is. This makes it a more general version of the Pythagorean theorem that works for all triangles not just right-angled ones. #math #LearnOnTikTok #trigonometry #animation #fyp" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7538934656318672150) 2025-08-15T21:56Z 264.8K followers, 296.3K engagements "A circle is a perfectly symmetrical shape where every point on its boundary is equidistant from a fixed center. The equation that represents a circle in a coordinate plane is derived from one of the most fundamental principles in mathematicsthe Pythagorean theorem. If a circle is centered at the point (a b) with a radius r then every point (x y) on the circle satisfies the equation (x a) + (y b) = r. This formula arises from the idea that the distance between any point on the circle and its center must always be exactly r. By considering this distance as the hypotenuse of a right triangle" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7534186890337996054) 2025-08-03T02:53Z 264.8K followers, 251.6K engagements "Integrals are the mathematical formalization of finding the exact area under a curve by summing an infinite number of infinitesimally small rectangles. This concept begins with discretization where the area is approximated by dividing the interval into finite rectangles as in Riemann sums. Each rectangles width represents a small segment of the interval dx while its height corresponds to the functions value at that point f(x). As the width of the rectangles approaches zero the sum of their areas becomes a precise measure of the total area which is the integral. #math #integral #calculus #area" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7511650135458188566) 2025-06-03T09:19Z 264.8K followers, 1.3M engagements "The volume of a sphere can be understood by imagining it as being made up of a large number of extremely thin circular slices stacked throughout the entire shape. Each slice is a flat disk whose size depends on where it is located within the sphere slices closer to the center are larger while those near the edges are smaller. By calculating the area of each of these tiny slices and then summing all of them together using a process called integration we can find the total volume. This method ultimately leads to the well-known result that gives the volume of a sphere in terms of its radius." [TikTok Link](https://www.tiktok.com/@themathcentral/video/7507594095687126294) 2025-05-23T10:59Z 264.8K followers, 93.5K engagements "The determinant of a matrix is a special number that can be calculated from a square matrix and gives important information about the matrixs properties. It can be thought of as a measure of how the matrix transforms space; for example in two or three dimensions it represents how the matrix scales area or volume when applied to shapes. If the determinant is zero the matrix squashes the space into a lower dimension meaning it cannot be inverted and has no unique solution in systems of equations. A positive or negative determinant also indicates whether the transformation preserves or reverses" [TikTok Link](https://www.tiktok.com/@themathcentral/video/7500664192442174742) 2025-05-04T18:47Z 264.8K followers, 958.5K engagements Limited data mode. Full metrics available with subscription: lunarcrush.com/pricing
@themathcentral Math Central
Math Central posts on TikTok about math, to the, in the, matrix the most. They currently have [-------] followers and [--] posts still getting attention that total [------] engagements in the last [--] hours.
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- [--] Year [----------] -16%
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Social Influence
Social category influence finance countries
Social topic influence math #431, to the, in the, matrix, center, the first, angle #268, sum, form #207, solve #765
Top accounts mentioned or mentioned by @mathosai
Top Social Posts
Top posts by engagements in the last [--] hours
"The determinant of a matrix is a special number that can be calculated from a square matrix and gives important information about the matrixs properties. It can be thought of as a measure of how the matrix transforms space; for example in two or three dimensions it represents how the matrix scales area or volume when applied to shapes. If the determinant is zero the matrix squashes the space into a lower dimension meaning it cannot be inverted and has no unique solution in systems of equations. A positive or negative determinant also indicates whether the transformation preserves or reverses"
TikTok Link 2025-05-04T18:47Z 264.8K followers, 958.5K engagements
"Cramers Rule is a method in linear algebra used to solve a system of linear equations with the same number of equations as unknowns provided the system has a unique solution. It works by expressing each variable as a ratio of determinants. For a system AX = b where A is a square coefficient matrix and b is the constant vector the solution for the i-th variable is given by det(A_i) / det(A). Here det(A) is the determinant of the coefficient matrix and det(A_i) is the determinant of the matrix obtained by replacing the i-th column of A with the constant vector b. Cramers Rule is elegant and"
TikTok Link 2025-10-03T14:10Z 264.8K followers, 204.1K engagements
"The GOLDEN Spiral #math #learning #fibonacci #fyp #goldenspiral"
TikTok Link 2024-09-25T09:48Z 250.7K followers, 184.3K engagements
"Math ❤ #math #heart #learning #fyp"
TikTok Link 2024-09-26T13:56Z 220.8K followers, 326.2K engagements
"Do you agree This problem is often seen as ambiguous because the multiplication between [--] and (1+2) can be performed first leading to [--] divided by [--] which equals [--]. However if [--] is divided by [--] first it results in [--] times [--] which gives [--] #math #learning #equation #fyp"
TikTok Link 2024-09-27T19:17Z 97.9K followers, 30.3K engagements
"The Chill Guy is constructed by using parametric equations which express x and y as functions of a third variable t. The generalized equations x=g(t) and y=h(t) represent the framework for how the character is drawn with every single curve being defined by its own parametric equation. These equations trace the contours and lines that come together to form the complete figure. #math #learnontiktok #chillguy #animation #fyp"
TikTok Link 2024-11-29T13:00Z 253.6K followers, 176.4K engagements
"The difference of squares is an algebraic concept that shows how the difference between two squared quantities can be rewritten as the product of their sum and their difference. This relationship is useful for simplifying problems solving equations and understanding patterns in mathematics. It highlights a connection between subtraction and multiplication providing an efficient way to break down certain types of expressions or equations. #math #LearnOnTikTok #animation #fyp"
TikTok Link 2024-12-24T12:21Z 223K followers, 86K engagements
"The Butterfly Equation is a fascinating curve that resembles the shape of a butterfly when plotted in polar coordinates. This equation creates a complex symmetric curve with multiple lobes that visually resemble butterfly wings. Its often admired for its aesthetic beauty and mathematical elegance. #math #learning #butterfly #fyp"
TikTok Link 2024-10-03T11:06Z 264.8K followers, 540.4K engagements
"Heres how sin(x) works using a spinning circle As the point moves around its height creates the classic wave pattern you see. #math #learning #sine"
TikTok Link 2024-10-09T14:11Z 264.8K followers, 1.7M engagements
"The Archimedean spiral is a curve that moves outward from a central point at a constant rate like the grooves on a vinyl record. Unlike other spirals its arms stay evenly spaced making it useful in designs engineering and nature studies. #math #learnontiktok #animation #spiral #fyp"
TikTok Link 2024-11-17T11:39Z 264.8K followers, 169.1K engagements
"The exponential curve is a mathematical function of the form y = ex where e is Eulers number approximately equal to [-----]. This curve grows rapidly and is fundamental in modeling processes like population growth compound interest and natural phenomena. #math #learnontiktok #exponentialcurve #animation #fyp"
TikTok Link 2024-11-27T12:54Z 264.8K followers, 352.4K engagements
"Integrals are the mathematical formalization of finding the exact area under a curve by summing an infinite number of infinitesimally small rectangles. This concept begins with discretization where the area is approximated by dividing the interval into finite rectangles as in Riemann sums. Each rectangles width represents a small segment of the interval dx while its height corresponds to the functions value at that point f(x). As the width of the rectangles approaches zero the sum of their areas becomes a precise measure of the total area which is the integral. #math #animation #learnontiktok"
TikTok Link 2024-12-13T12:04Z 264.8K followers, 2.1M engagements
"The Golden Ratio () approximately [-----] is a mathematical constant with unique aesthetic and geometric properties. Two quantities are in the golden ratio if their ratio is the same as the ratio of their sum to the larger of the two quantities. A prominent visual representation of the Golden Ratio is the Golden Spiral created by constructing quarter-circle arcs inside an expanding series of Golden Rectangles. This spiral frequently appears in nature such as in shells hurricanes and galaxies and is admired for its harmonious proportions. #math #LearnOnTikTok #animation #goldenratio #fyp Looking"
TikTok Link 2024-12-28T13:00Z 264.8K followers, 249.9K engagements
"To perform operations with fractions start by ensuring the denominators are the same for addition and subtraction. Once the denominators match add or subtract the numerators while keeping the denominator unchanged and simplify if possible. For multiplication simply multiply the numerators together and the denominators together then reduce the fraction to its simplest form. Division requires flipping the second fraction (taking its reciprocal) and then proceeding as you would with multiplication. Always simplify the final result to make it as concise as possible. #math #learnontiktok"
TikTok Link 2025-01-12T15:14Z 264.8K followers, 7.4M engagements
"A circle is a perfectly symmetrical shape where every point on its boundary is equidistant from a fixed center. The equation that represents a circle in a coordinate plane is derived from one of the most fundamental principles in mathematicsthe Pythagorean theorem. If a circle is centered at the point (a b) with a radius r then every point (x y) on the circle satisfies the equation (x a) + (y b) = r. This formula arises from the idea that the distance between any point on the circle and its center must always be exactly r. By considering this distance as the hypotenuse of a right triangle"
TikTok Link 2025-02-23T14:03Z 264.8K followers, 749.1K engagements
"Pascals Triangle is a triangular arrangement of numbers where each number is the sum of the two directly above it. It begins with a single [--] at the top and each row starts and ends with [--]. The inner numbers are obtained by adding the two numbers from the previous row. This pattern forms the coefficients of binomial expansions meaning each row corresponds to the coefficients in the expansion of a binomial expression raised to a power. Beyond algebra Pascals Triangle has applications in probability combinatorics and number theory. It reveals patterns such as triangular numbers Fibonacci numbers"
TikTok Link 2025-03-02T14:45Z 264.8K followers, 278.2K engagements
"The Taylor series is a way to represent a function as an infinite sum of terms based on its derivatives at a single point typically around zero (Maclaurin series). It approximates functions using polynomials where each term involves higher-order derivatives of the function divided by factorials. For sin(x) its Taylor series expansion around x = [--] consists of only odd-powered terms alternating in sign since sine is an odd function. The series begins with x followed by -x/3 then +x/5 and so on continuing indefinitely. This allows sin(x) to be approximated with remarkable accuracy for small"
TikTok Link 2025-03-17T17:18Z 264.8K followers, 498.5K engagements
"The dot product is a way to combine two vectors to get a single number. You multiply the matching components of the two vectors and then add those results together. For example if you have two 2D vectors you multiply the x-values together and the y-values together then add those two numbers. The result tells you something about how much the two vectors point in the same direction. If the result is zero the vectors are at a right angle to each other. Theres also a geometric way to understand it: the dot product equals the magnitude of the first vector times the magnitude of the second vector"
TikTok Link 2025-04-18T12:58Z 264.8K followers, 207.8K engagements
"Integrals are the mathematical formalization of finding the exact area under a curve by summing an infinite number of infinitesimally small rectangles. This concept begins with discretization where the area is approximated by dividing the interval into finite rectangles as in Riemann sums. Each rectangles width represents a small segment of the interval dx while its height corresponds to the functions value at that point f(x). As the width of the rectangles approaches zero the sum of their areas becomes a precise measure of the total area which is the integral. #math #integral #calculus #area"
TikTok Link 2025-06-03T09:19Z 264.8K followers, 1.3M engagements
"Quadratic transformations describe how the graph of a quadratic function changes when we apply operations such as shifting reflecting stretching or compressing. Starting from the basic function f(x) = x2 vertical shifts occur when a constant is added or subtracted moving the parabola up or down while horizontal shifts occur when the input is adjusted moving it left or right. Reflections are produced by multiplying the function by [---] flipping the parabola across the x-axis. Vertical stretches and compressions depend on the coefficient a: values of a [--] make the parabola narrower and [--] a [--] make"
TikTok Link 2025-09-22T10:27Z 264.8K followers, 772.8K engagements
"The Gauss summation is a formula for quickly finding the sum of the first n natural numbers: [--] + [--] + [--] + cdots + n. It can be visualized using a single stepped triangular shape made of squares. Imagine n columns where the first column has [--] square the second [--] and so on until the nth column has n squares. Inside this shape you can fit a large inscribed triangle whose area is n2/2. The remaining spaces consist of n half-squares each with area 1/2 which together add up to n/2. Adding these two areas gives the total number of squares in the shape which represents the sum of the first n natural"
TikTok Link 2025-10-10T14:39Z 264.8K followers, 876K engagements
"Check out @Mathos.AI and make studying way easier A radian is a unit of angular measure used in mathematics to describe the size of an angle. It is based on the radius of a circleone radian is the angle formed when the length of the arc of a circle is equal to the radius of that circle. Since the circumference of a circle is 2pir a full rotation around the circle is 2pi radians which equals [---] degrees. Therefore [--] radian = 180/pi degrees or roughly [----]. Radians are often preferred in mathematics and physics because they make formulas in trigonometry and calculus simpler and more natural."
TikTok Link 2025-10-18T14:23Z 264.8K followers, 99K engagements
"The Heart Equation is a mathematical expression that beautifully combines algebraic and trigonometric components to form a heart-like shape. In this equation the first term x(3/2) defines the basic curved structure of the graph while the second term involving the sine function sin(hx) introduces oscillations that sculpt the wavy pattern forming the top of the heart. The variable h controls the frequency of these waveswhen h increases the oscillations become tighter and more numerous gradually shaping the familiar heart contour. This elegant mix of polynomial and trigonometric behavior"
TikTok Link 2025-10-24T14:03Z 264.8K followers, 513.3K engagements
"The Sine Law states that in any triangle the ratio of a side length to the sine of its opposite angle remains constant. It is useful for finding missing sides or angles when given certain combinations of angles and sides. This law is particularly helpful in solving oblique triangles where right-angle methods do not apply. By using known values missing measurements can be determined through proportional relationships. #math #learnontiktok #sine #sinelaw #animation #fyp Women in politics Women in politics"
TikTok Link 2025-02-10T12:40Z 264.3K followers, 738.2K engagements
"A circle is a perfectly symmetrical shape where every point on its boundary is equidistant from a fixed center. The equation that represents a circle in a coordinate plane is derived from one of the most fundamental principles in mathematicsthe Pythagorean theorem. If a circle is centered at the point (a b) with a radius r then every point (x y) on the circle satisfies the equation (x a) + (y b) = r. This formula arises from the idea that the distance between any point on the circle and its center must always be exactly r. By considering this distance as the hypotenuse of a right triangle"
TikTok Link 2025-08-03T02:53Z 264.8K followers, 251.6K engagements
"Pythagorean Theorem Visualisation #math #learning #pythagoreantheorem #animation #fyp"
TikTok Link 2024-09-22T21:16Z 264.3K followers, 1.5M engagements
"The formula y = ax + b represents a straight line. In this equation a is the slope which tells us how steep the line is and b is the y-intercept the point where the line crosses the y-axis. Its a basic concept in algebra that helps us understand linear relationships. #math #equation #animation #fyp"
TikTok Link 2024-11-13T14:35Z 263.7K followers, 474.8K engagements
"The Japanese multiplication method also known as the line multiplication method is a visual approach to multiplying numbers. It uses intersecting lines to represent digits and the intersections are counted and grouped to calculate the product. This method emphasizes simplicity and provides an alternative to traditional multiplication techniques. ⛩ #math #learnontiktok #animation #multiplication #japan #fyp"
TikTok Link 2024-11-19T14:38Z 264.3K followers, 4.4M engagements
"Cosine (cos) is a trigonometric function that represents the ratio of a triangles adjacent side to its hypotenuse in a right triangle. Its also the x-coordinate of a point on the unit circle for a given angle. #math #learnontiktok #trignometry #cosine #animation #fyp"
TikTok Link 2024-11-23T12:33Z 263.4K followers, 62.3K engagements
"Root simplification is the process of rewriting a square root in its simplest form by using prime factorization. This involves breaking the number inside the root into its prime factors and grouping them into pairs or higher powers depending on the type of root. Any complete groups can be taken out of the root leaving the simplified form. This method ensures the square root is as simple as possible while keeping its value unchanged. #math #learnontiktok #animation #squareroot #primefactorization #fyp"
TikTok Link 2024-12-05T12:36Z 264.3K followers, 80.9K engagements
"The Pythagorean Identity is a fundamental relationship in trigonometry expressed as sin(x) + cos(x) = [--]. This equation holds true for all real values of x and is derived from the Pythagorean theorem applied to the unit circle. It establishes a constant relationship between the squares of the sine and cosine of an angle showing that their sum is always equal to one. #math #learnontiktok #trigonometry #fyp"
TikTok Link 2025-01-19T14:00Z 263.3K followers, 454.6K engagements
"Vivianis theorem states that in an equilateral triangle the sum of the perpendicular distances from any interior point to the three sides is always equal to the height of the triangle. This means that if a point is chosen anywhere inside the triangle and perpendicular lines are drawn from this point to each of the three sides the total length of these three perpendiculars will be the same as the height of the original equilateral triangle. The theorem can be proved by considering the areas of the three smaller triangles formed by these perpendiculars and showing that their total area equals"
TikTok Link 2025-02-04T15:30Z 262.1K followers, 467.1K engagements
"Set operations are fundamental for understanding relationships between groups of elements and Venn diagrams provide a clear way to visualize them. Union shows all elements from both sets intersection highlights shared elements and difference focuses on whats unique to one set. Symmetric difference captures elements in either set but not in both while containment reveals when one set is entirely within another. #math #LearnOnTikTok #animation #fyp"
TikTok Link 2025-03-25T16:14Z 263.3K followers, 86.3K engagements
"The volume of a sphere can be understood by imagining it as being made up of a large number of extremely thin circular slices stacked throughout the entire shape. Each slice is a flat disk whose size depends on where it is located within the sphere slices closer to the center are larger while those near the edges are smaller. By calculating the area of each of these tiny slices and then summing all of them together using a process called integration we can find the total volume. This method ultimately leads to the well-known result that gives the volume of a sphere in terms of its radius."
TikTok Link 2025-05-23T10:59Z 264.8K followers, 93.5K engagements
"The cosine law is a way to find a missing side or angle in any triangle. It says that if you know two sides and the angle between them you can work out the third side or if you know all three sides you can find an angle. It works by linking the lengths of the sides to the cosine of an angle which measures how open the angle is. This makes it a more general version of the Pythagorean theorem that works for all triangles not just right-angled ones. #math #LearnOnTikTok #trigonometry #animation #fyp"
TikTok Link 2025-08-15T21:56Z 264.8K followers, 296.3K engagements
"Theyre not wrong tho #gym #fyp #foryoupage #viral #gymtok"
TikTok Link 2025-10-19T16:23Z [----] followers, 1.1M engagements
"The sine of a sum identity is a trigonometric formula that allows us to find the sine of two angles added together by breaking it into simpler parts. Instead of calculating sin(a + b) directly the identity expresses it as sin(a)cos(b) + cos(a)sin(b). This works because sine and cosine represent coordinates on the unit circle and when two angles are added their combined effect can be understood through rotating one angle by another. The formula essentially captures how the horizontal and vertical components of these rotations interact. As a result the identity is very useful in simplifying"
TikTok Link 2025-11-14T15:01Z 264.8K followers, 744.8K engagements
"Part [---] Another day another budol tayo dito sa Marks & Spencer nga mga chocolate & biscuits nila starting price 3QR lang 🤗🤩 Reminder mga cheche: always check the expiration date po 🥰🫶 #mrstomas #budolnimrstomas #ofwqatar #marksandspencer #lifeinqatar"
TikTok Link 2025-11-23T18:19Z [--] followers, 11.4K engagements
"Vem aii ❤🖤 #flamengo #libertadores #arrascaeta #mengao #flamengolibertadores"
TikTok Link 2025-11-28T22:40Z [--] followers, 428.3K engagements
"Creating a simple paper bow for holiday gift wrap. #giftwrapideas #holidayaesthetic #papercraft #christmasgiftwrap #festivewrapping Paper Bow Gift Wrap Paper Bow Gift Wrap"
TikTok Link 2025-11-30T16:41Z 60.3K followers, 2.3M engagements
"A Galton pyramid (or Galton board) illustrates the Normal distribution by showing how many small random events combine to create a predictable bell-shaped pattern. As balls drop through rows of pegs each bounce sends a ball left or right with equal probability. Although each individual path is random most balls end up near the center because there are many more ways to take a balanced mix of left and right bounces than to take all left or all right. When many balls are dropped the pile that forms in the bins at the bottom naturally takes on the smooth symmetric curve of the Normal"
TikTok Link 2025-12-05T14:56Z 264.8K followers, 53.7K engagements
"what are we feeling also hi I haven't posted in a bit but I promise I'm working on stuff when I can 🫶 #jungle #ukg #flstudio ok do we like the jungle edit of this or the slowed down ukg vibe maybe I should just release both slowed edit next one in a sec this is the og jungle edit ok do we like the jungle edit of this or the slowed down ukg vibe maybe I should just release both slowed edit next one in a sec this is the og jungle edit"
TikTok Link 2025-12-31T01:02Z [---] followers, [---] engagements
"The quadratic formula is used to solve quadratic equations in the form ax + bx + c = [--] where a b and c are the coefficients from the equation. The symbol indicates there are usually two solutions one using addition and the other using subtraction. The part under the square root b - 4ac is called the discriminant and determines the type of solutions. If the discriminant is greater than [--] there are two distinct real solutions. If it equals [--] there is one real solution and if it is less than [--] there are no real solutions but two complex solutions instead. #math #learnontiktok #quadraticformula"
TikTok Link 2025-01-26T14:30Z 264.4K followers, 93.1K engagements
"Root simplification is the process of rewriting a square root in its simplest form by using prime factorization. This involves breaking the number inside the root into its prime factors and grouping them into pairs or higher powers depending on the type of root. Any complete groups can be taken out of the root leaving the simplified form. This method ensures the square root is as simple as possible while keeping its value unchanged. #math #LearnOnTikTok #animation #primefactorization #fyp"
TikTok Link 2025-12-13T18:39Z 264.8K followers, 28.7K engagements
"Set operations are fundamental for understanding relationships between groups of elements and Venn diagrams provide a clear way to visualize them. Union shows all elements from both sets intersection highlights shared elements and difference focuses on whats unique to one set. Symmetric difference captures elements in either set but not in both while containment reveals when one set is entirely within another. #math #learnontiktok #animation #fyp what a difference [--] years can make what a difference [--] years can make"
TikTok Link 2024-12-02T12:49Z 264.8K followers, 426.5K engagements
"To perform operations with fractions start by ensuring the denominators are the same for addition and subtraction. Once the denominators match add or subtract the numerators while keeping the denominator unchanged and simplify if possible. For multiplication simply multiply the numerators together and the denominators together then reduce the fraction to its simplest form. Division requires flipping the second fraction (taking its reciprocal) and then proceeding as you would with multiplication. Always simplify the final result to make it as concise as possible. #math #learning #fractions"
TikTok Link 2025-09-07T15:54Z 264.8K followers, 2M engagements
"Monte Carlo integration is a powerful numerical technique used to estimate the value of complex integrals by leveraging the principles of randomness and probability. Instead of relying on traditional geometric subdivisions like rectangles or trapezoids this method involves generating a large number of random points within a defined multidimensional space that encompasses the function being measured. By calculating the fraction of these random points that fall beneath the curve of the function and multiplying that ratio by the total volume of the search space one can derive a statistical"
TikTok Link 2025-12-23T15:28Z 264.8K followers, [----] engagements
"Matrix multiplication is a fundamental concept in mathematics with real-world applications in physics engineering and machine learning. It works by combining two matrices in a structured way: the number of columns in the first matrix must match the number of rows in the second. The result is a new matrix where each element is found by taking the dot product of a row from the first matrix and a column from the second. Unlike simple arithmetic matrix multiplication isnt always reversible order matters meaning AxB is usually different from BxA . Despite this it follows predictable rules such as"
TikTok Link 2025-11-01T17:39Z 264.8K followers, 106.5K engagements
"SOH-CAH-TOA is a mnemonic used to remember the three primary trigonometric ratios: sine cosine and tangent. It stands for SOH (Sine = Opposite / Hypotenuse) CAH (Cosine = Adjacent / Hypotenuse) and TOA (Tangent = Opposite / Adjacent). These ratios are used to find missing sides or angles in a right-angled triangle. The opposite side is the one directly across from the angle the adjacent side is next to the angle but not the hypotenuse and the hypotenuse is the longest side. By applying SOHCAHTOA one can easily determine unknown values in trigonometric problems. #math #learnontiktok"
TikTok Link 2025-02-16T16:56Z 264.8K followers, 1M engagements
"#math #learning #animation #fyp"
TikTok Link 2024-09-21T10:47Z 264.8K followers, 1.4M engagements
"To solve a logarithm determine the power you need to raise the base to in order to get the given number. For example in the logarithm log [--] the base is [--] and the given number is [--]. Since [--] = [--] the answer to log [--] is [--]. #math #learning #animation #logarithm #fyp"
TikTok Link 2024-11-15T22:35Z 264.8K followers, 123.8K engagements
"Matrix multiplication is a fundamental concept in mathematics with real-world applications in physics engineering and machine learning. It works by combining two matrices in a structured way: the number of columns in the first matrix must match the number of rows in the second. The result is a new matrix where each element is found by taking the dot product of a row from the first matrix and a column from the second. Unlike simple arithmetic matrix multiplication isnt always reversible order matters meaning AxB is usually different from BxA . Despite this it follows predictable rules such as"
TikTok Link 2025-01-29T15:03Z 264.8K followers, 1.9M engagements
"Pi () is a mathematical constant representing the ratio of a circles circumference to its diameter. Its an irrational number meaning it has an infinite non-repeating decimal expansion. The approximate value of pi is [-------] but it continues infinitely. Pi is essential in geometry trigonometry and many other fields particularly when dealing with circles spheres and periodic functions. #math #learning #pi #fyp"
TikTok Link 2024-10-01T07:21Z 264.8K followers, 332.4K engagements
"A limit in mathematics describes the value a function or sequence approaches as the input approaches a specific point or infinity. It is fundamental in calculus defining concepts like continuity derivatives and integrals. Limits analyze behavior near points at infinity or in indeterminate cases using techniques like substitution and factoring. #math #animation #learnontiktok #limit #fyp"
TikTok Link 2025-01-04T13:34Z 264.8K followers, 208.1K engagements
"The Pythagorean Theorem states that in a right-angled triangle the square of the length of the hypotenuse is equal to the sum of the squares of the lengths of the other two sides expressed as a + b = c where c represents the hypotenuse and a and b are the other two sides. This fundamental principle in geometry helps calculate distances verify right angles and solve problems in various fields such as construction physics and navigation. The theorem is widely used in coordinate geometry trigonometry and even in three-dimensional space to find distances between points. #math #learnontiktok"
TikTok Link 2025-03-11T12:21Z 264.8K followers, 2M engagements
"LHpitals Rule is a method in calculus used to find the limit of a fraction when both the numerator and denominator approach zero or infinity creating an indeterminate form like 0/0 or /. Instead of evaluating the original functions directly one can take the derivatives of the numerator and denominator separately and then re-evaluate the limit using these new functions. If the new limit exists that becomes the solution. #math #learnontiktok #limits #animation #fyp"
TikTok Link 2025-04-24T16:02Z 264.8K followers, 756.6K engagements
"SOH-CAH-TOA is a mnemonic used to remember the three primary trigonometric ratios: sine cosine and tangent. It stands for SOH (Sine = Opposite / Hypotenuse) CAH (Cosine = Adjacent / Hypotenuse) and TOA (Tangent = Opposite / Adjacent). These ratios are used to find missing sides or angles in a right-angled triangle. The opposite side is the one directly across from the angle the adjacent side is next to the angle but not the hypotenuse and the hypotenuse is the longest side. By applying SOHCAHTOA one can easily determine unknown values in trigonometric problems. #math #learning #trignometry"
TikTok Link 2026-02-03T15:15Z 264.8K followers, 22.5K engagements
"SOH-CAH-TOA is a mnemonic used to remember the three primary trigonometric ratios: sine cosine and tangent. It stands for SOH (Sine = Opposite / Hypotenuse) CAH (Cosine = Adjacent / Hypotenuse) and TOA (Tangent = Opposite / Adjacent). These ratios are used to find missing sides or angles in a right-angled triangle. The opposite side is the one directly across from the angle the adjacent side is next to the angle but not the hypotenuse and the hypotenuse is the longest side. By applying SOHCAHTOA one can easily determine unknown values in trigonometric problems. #math #learning #trignometry"
TikTok Link 2026-02-03T15:15Z 264.8K followers, 22.5K engagements
"The dragon curve often called the Heighway dragon is a complex fractal shape that illustrates how intricate patterns can emerge from very simple repetitive rules. You can visualize its construction by imagining a long strip of paper that you fold in half repeatedly in the same direction; when you unfold the strip so that every crease forms a 90-degree angle the resulting zigzagging path forms the dragon curve. With each iteration the curve becomes longer and more detailed spiraling around itself in a self-similar pattern that resembles a stylized dragon or a jagged coastline. Mathematically"
TikTok Link 2026-01-24T14:12Z 264.8K followers, 15.4K engagements
"The Japanese multiplication method also known as the line multiplication method is a visual approach to multiplying numbers. It uses intersecting lines to represent digits and the intersections are counted and grouped to calculate the product. This method emphasizes simplicity and provides an alternative to traditional multiplication techniques. ⛩ #math #learning #multiplication #japan #reels"
TikTok Link 2026-01-09T15:10Z 264.8K followers, 80K engagements
"Monte Carlo integration is a powerful numerical technique used to estimate the value of complex integrals by leveraging the principles of randomness and probability. Instead of relying on traditional geometric subdivisions like rectangles or trapezoids this method involves generating a large number of random points within a defined multidimensional space that encompasses the function being measured. By calculating the fraction of these random points that fall beneath the curve of the function and multiplying that ratio by the total volume of the search space one can derive a statistical"
TikTok Link 2025-12-23T15:28Z 264.8K followers, [----] engagements
"Root simplification is the process of rewriting a square root in its simplest form by using prime factorization. This involves breaking the number inside the root into its prime factors and grouping them into pairs or higher powers depending on the type of root. Any complete groups can be taken out of the root leaving the simplified form. This method ensures the square root is as simple as possible while keeping its value unchanged. #math #LearnOnTikTok #animation #primefactorization #fyp"
TikTok Link 2025-12-13T18:39Z 264.8K followers, 28.7K engagements
"A Galton pyramid (or Galton board) illustrates the Normal distribution by showing how many small random events combine to create a predictable bell-shaped pattern. As balls drop through rows of pegs each bounce sends a ball left or right with equal probability. Although each individual path is random most balls end up near the center because there are many more ways to take a balanced mix of left and right bounces than to take all left or all right. When many balls are dropped the pile that forms in the bins at the bottom naturally takes on the smooth symmetric curve of the Normal"
TikTok Link 2025-12-05T14:56Z 264.8K followers, 53.7K engagements
"Check out @Mathos.AI and watch your grades go up The Pythagorean Theorem states that in a right-angled triangle the square of the length of the hypotenuse is equal to the sum of the squares of the lengths of the other two sides expressed as a + b = c where c represents the hypotenuse and a and b are the other two sides. This fundamental principle in geometry helps calculate distances verify right angles and solve problems in various fields such as construction physics and navigation. The theorem is widely used in coordinate geometry trigonometry and even in three-dimensional space to find"
TikTok Link 2025-11-29T14:07Z 264.8K followers, 12.3K engagements
"The sine of a sum identity is a trigonometric formula that allows us to find the sine of two angles added together by breaking it into simpler parts. Instead of calculating sin(a + b) directly the identity expresses it as sin(a)cos(b) + cos(a)sin(b). This works because sine and cosine represent coordinates on the unit circle and when two angles are added their combined effect can be understood through rotating one angle by another. The formula essentially captures how the horizontal and vertical components of these rotations interact. As a result the identity is very useful in simplifying"
TikTok Link 2025-11-14T15:01Z 264.8K followers, 744.8K engagements
"Matrix multiplication is a fundamental concept in mathematics with real-world applications in physics engineering and machine learning. It works by combining two matrices in a structured way: the number of columns in the first matrix must match the number of rows in the second. The result is a new matrix where each element is found by taking the dot product of a row from the first matrix and a column from the second. Unlike simple arithmetic matrix multiplication isnt always reversible order matters meaning AxB is usually different from BxA . Despite this it follows predictable rules such as"
TikTok Link 2025-11-01T17:39Z 264.8K followers, 106.5K engagements
"The Heart Equation is a mathematical expression that beautifully combines algebraic and trigonometric components to form a heart-like shape. In this equation the first term x(3/2) defines the basic curved structure of the graph while the second term involving the sine function sin(hx) introduces oscillations that sculpt the wavy pattern forming the top of the heart. The variable h controls the frequency of these waveswhen h increases the oscillations become tighter and more numerous gradually shaping the familiar heart contour. This elegant mix of polynomial and trigonometric behavior"
TikTok Link 2025-10-24T14:03Z 264.8K followers, 513.3K engagements
"Check out @Mathos.AI and make studying way easier A radian is a unit of angular measure used in mathematics to describe the size of an angle. It is based on the radius of a circleone radian is the angle formed when the length of the arc of a circle is equal to the radius of that circle. Since the circumference of a circle is 2pir a full rotation around the circle is 2pi radians which equals [---] degrees. Therefore [--] radian = 180/pi degrees or roughly [----]. Radians are often preferred in mathematics and physics because they make formulas in trigonometry and calculus simpler and more natural."
TikTok Link 2025-10-18T14:23Z 264.8K followers, 99K engagements
"The Gauss summation is a formula for quickly finding the sum of the first n natural numbers: [--] + [--] + [--] + cdots + n. It can be visualized using a single stepped triangular shape made of squares. Imagine n columns where the first column has [--] square the second [--] and so on until the nth column has n squares. Inside this shape you can fit a large inscribed triangle whose area is n2/2. The remaining spaces consist of n half-squares each with area 1/2 which together add up to n/2. Adding these two areas gives the total number of squares in the shape which represents the sum of the first n natural"
TikTok Link 2025-10-10T14:39Z 264.8K followers, 876K engagements
"Cramers Rule is a method in linear algebra used to solve a system of linear equations with the same number of equations as unknowns provided the system has a unique solution. It works by expressing each variable as a ratio of determinants. For a system AX = b where A is a square coefficient matrix and b is the constant vector the solution for the i-th variable is given by det(A_i) / det(A). Here det(A) is the determinant of the coefficient matrix and det(A_i) is the determinant of the matrix obtained by replacing the i-th column of A with the constant vector b. Cramers Rule is elegant and"
TikTok Link 2025-10-03T14:10Z 264.8K followers, 204.1K engagements
"Quadratic transformations describe how the graph of a quadratic function changes when we apply operations such as shifting reflecting stretching or compressing. Starting from the basic function f(x) = x2 vertical shifts occur when a constant is added or subtracted moving the parabola up or down while horizontal shifts occur when the input is adjusted moving it left or right. Reflections are produced by multiplying the function by [---] flipping the parabola across the x-axis. Vertical stretches and compressions depend on the coefficient a: values of a [--] make the parabola narrower and [--] a [--] make"
TikTok Link 2025-09-22T10:27Z 264.8K followers, 772.8K engagements
"To perform operations with fractions start by ensuring the denominators are the same for addition and subtraction. Once the denominators match add or subtract the numerators while keeping the denominator unchanged and simplify if possible. For multiplication simply multiply the numerators together and the denominators together then reduce the fraction to its simplest form. Division requires flipping the second fraction (taking its reciprocal) and then proceeding as you would with multiplication. Always simplify the final result to make it as concise as possible. #math #learning #fractions"
TikTok Link 2025-09-07T15:54Z 264.8K followers, 2M engagements
"The cosine law is a way to find a missing side or angle in any triangle. It says that if you know two sides and the angle between them you can work out the third side or if you know all three sides you can find an angle. It works by linking the lengths of the sides to the cosine of an angle which measures how open the angle is. This makes it a more general version of the Pythagorean theorem that works for all triangles not just right-angled ones. #math #LearnOnTikTok #trigonometry #animation #fyp"
TikTok Link 2025-08-15T21:56Z 264.8K followers, 296.3K engagements
"A circle is a perfectly symmetrical shape where every point on its boundary is equidistant from a fixed center. The equation that represents a circle in a coordinate plane is derived from one of the most fundamental principles in mathematicsthe Pythagorean theorem. If a circle is centered at the point (a b) with a radius r then every point (x y) on the circle satisfies the equation (x a) + (y b) = r. This formula arises from the idea that the distance between any point on the circle and its center must always be exactly r. By considering this distance as the hypotenuse of a right triangle"
TikTok Link 2025-08-03T02:53Z 264.8K followers, 251.6K engagements
"Integrals are the mathematical formalization of finding the exact area under a curve by summing an infinite number of infinitesimally small rectangles. This concept begins with discretization where the area is approximated by dividing the interval into finite rectangles as in Riemann sums. Each rectangles width represents a small segment of the interval dx while its height corresponds to the functions value at that point f(x). As the width of the rectangles approaches zero the sum of their areas becomes a precise measure of the total area which is the integral. #math #integral #calculus #area"
TikTok Link 2025-06-03T09:19Z 264.8K followers, 1.3M engagements
"The volume of a sphere can be understood by imagining it as being made up of a large number of extremely thin circular slices stacked throughout the entire shape. Each slice is a flat disk whose size depends on where it is located within the sphere slices closer to the center are larger while those near the edges are smaller. By calculating the area of each of these tiny slices and then summing all of them together using a process called integration we can find the total volume. This method ultimately leads to the well-known result that gives the volume of a sphere in terms of its radius."
TikTok Link 2025-05-23T10:59Z 264.8K followers, 93.5K engagements
"The determinant of a matrix is a special number that can be calculated from a square matrix and gives important information about the matrixs properties. It can be thought of as a measure of how the matrix transforms space; for example in two or three dimensions it represents how the matrix scales area or volume when applied to shapes. If the determinant is zero the matrix squashes the space into a lower dimension meaning it cannot be inverted and has no unique solution in systems of equations. A positive or negative determinant also indicates whether the transformation preserves or reverses"
TikTok Link 2025-05-04T18:47Z 264.8K followers, 958.5K engagements
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