Question

derivative of (x+1)^3(6-x)^2

Answer 1

4566=jojo

Answer 2

(uv)'=u'v+uv'
in your case u=(x+1)^3, v=(6-x)^2

Answer 3

First use the product rule, the two functions being (x+1)^3 and (6-x)^2

The derivative of these two functions must consequently be found by the chain rule.

So if\[u=(x+1)^3 and, v=(6-x)^2\]

Then by the chain rule,
\[u'=3(x+1)^2, v'=-2(6-x)\]

Given u' and v' you should be able to put it together via the product rule. as mentioned by myko.

Answer 4

okay, thank you guys!