Ask a New Question

Question

How would I find the derivative of (8x^3)/sqrt(3x-2)?
11 years ago

Answers

Reiny
I would write it as

y = (8x^3)(3x-2)^(-1/2) and use the product rule

dy/dx = (8x^3)(-1/2)(3x-2)^(-3/2) (3) + 24x^2 (3x-2)^(1/2)

I will let you clean it up a bit
11 years ago

Related Questions

Find the derivative of w= z^-5 - 1/z Find the derivative of y=3x^2Cos 2x Find the derivative of a)y=3x^2Cos 2x b)y=cot5x c)y=2x^3+4x^2-3x+5 FIND the first derivative of the following functions without necessarily using the first principle... Find the derivative of sin X divided by x Find the derivative of AC = 30/q + 15 - 5q Find the derivative of y = 5L² - L³/6 If x > 0, find the derivative of f(x) = √x 1.find the second derivative of function F(*)=*-1
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use