MIT Final Integration #2 (2025)
This question was sent to me, and it took me a while to navigate the initial setup. However, it turned out to be full of integration tricks and a famous problem.
▶︎
Limit as x and y both go to zero
▶︎
MIT Final Integration #3 (2025)
▶︎
Deriving the Gamma Function
▶︎
integral of sqrt of tanx
![Gaussian Integral [Int{e^-x^2} from -inf to inf]](https://i.ytimg.com/vi/yM_7mrfRW0o/hqdefault.jpg?sqp=-oaymwEnCNACELwBSFryq4qpAxkIARUAAAAAGAElAADIQj0AgKJDeAG4AvMY&rs=AOn4CLCpUPRNfgjQgNbM4e5PJwunCfBTAA&usqp=CCY)
▶︎
Gaussian Integral [Int{e^-x^2} from -inf to inf]
▶︎
My suggestion for efficient integration
▶︎
2025 MIT Integration Bee, Qualifying Exams, Problem 11 - 20.
▶︎
Derivative of sin x and cos x
▶︎
integrate sqrt(x+1) over sqrt(x+2)
▶︎
Big Picture: Integrals
▶︎
u substitution: how to choose the "u"
▶︎
Stanford Math Tournament 2011 #6
▶︎
MIT Integration Bee Problem
▶︎
How Laplace solved the Gaussian integral
▶︎
Use EULER'S SUBSTITUTION not TRIG SUBSTITUTION!
▶︎
Top 10 INTEGRATION Rules and Methods (ultimate study guide)
▶︎
2025 MIT Integration Bee, Quarterfinal #1
▶︎
The Greatest Unsolved Problem In Mathematics
▶︎
The Integral Explained Better Than School Ever Did
▶︎