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Find the Indefinite Integral 1. ∫ f 2dx 2. ∫ f (4x^2 + 3x - 9) dx 3. ∫ f x √xdx 4. ∫ f (2 sin x + csc x) dx Use The Fundamental Theorem of Calculus to evaluate the definite integral 5. ∫∞ f(x) dx 6. ∫ (x) ~xi dx ∫ f(Sx^3x^2) dx Find the indefinite integral: 8. ∫ f 9 sin(9x)dx 9. ∫ f (5x^6) (15x^2) dx 10. ∫ f x^2(3x + 1) dx
Submitted by Kelly S. Sep. 24, 2021 04:55 a.m.
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5 comments
James W.
March 27, 2023
Thanks for breaking down the indefinite integrals and showing how to work through each step! 🙌
Kenneth S.
May 8, 2023
i appreciate the clear explanation of using the fundamental theorem of calculus to evaluate the definite integral! super helpful 🌟
Sean S.
June 19, 2023
big ups for simplifying the integrals and showcasing the power rule in action you make it look easy 🚀
Samuel L.
August 14, 2023
your breakdown of rewriting the integral and applying the inverse power rule was on point thanks for making it crystal clear 🤓
Paige H.
November 22, 2023
thanks for simplifying the indefinite integral and demonstrating different ways to express the solution. you rock! 🤘