Solution
Solution
Solution steps
Apply u-substitution
Take the constant out:
Apply u-substitution
Take the constant out:
Apply the Power Rule
Substitute back
Simplify
Add a constant to the solution
Graph
Popular Examples
y^{''}+7y^'+10y=4te^{4t}sum from n=1 to infinity of (cos(1.4))^nintegral from 0 to t of t^2e^{-5t}d/(dt)(e^{-6t})y^'-6+y/((4(x+250)))=0,y(0)=70
Frequently Asked Questions (FAQ)
What is the integral of (5x+3)\sqrt[3]{5x^2+6x} ?
The integral of (5x+3)\sqrt[3]{5x^2+6x} is 3/(40\sqrt[3]{5)}(25x^2+30x)^{4/3}+C