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![pascalkwanten Avatar](https://lunarcrush.com/gi/w:24/cr:twitter::3339456483.png) ∇ₖPascal ∇ₚKwanten (∛) (Πασκάλ) [@pascalkwanten](/creator/twitter/pascalkwanten) on x 5510 followers
Created: 2025-07-22 03:51:30 UTC

👉 These examples have been worked out: 
X indefinite & one definite integrals.

💡Key Formula (Euler):

💡e^(iθ)=cos(θ)+i sin(θ)💡

Where:
👉cos(θ)=Re(e^(iθ))
👉sin(θ)=Im (e^(iθ))

![](https://pbs.twimg.com/media/GwbtQPiWgAAqVuV.jpg)

XXX engagements

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[Post Link](https://x.com/pascalkwanten/status/1947504754222919934)

[GUEST ACCESS MODE: Data is scrambled or limited to provide examples. Make requests using your API key to unlock full data. Check https://lunarcrush.ai/auth for authentication information.]

pascalkwanten Avatar ∇ₖPascal ∇ₚKwanten (∛) (Πασκάλ) @pascalkwanten on x 5510 followers Created: 2025-07-22 03:51:30 UTC

👉 These examples have been worked out: X indefinite & one definite integrals.

💡Key Formula (Euler):

💡e^(iθ)=cos(θ)+i sin(θ)💡

Where: 👉cos(θ)=Re(e^(iθ)) 👉sin(θ)=Im (e^(iθ))

XXX engagements

Engagements Line Chart

Post Link

post/tweet::1947504754222919934
/post/tweet::1947504754222919934