If p(u) = ∫0^u^2√(3 + t) dt then p'(u) =

Name: If p(u) = ∫0^u^2√(3 + t) dt then p'(u) =
Uploaded: 2023-06-10T21:30:13-08:00
Duration: 39 s
Channel: Numerade
Description: If p(u) = ∫0^u^2√(3 + t) dt then p'(u) =

Question

If p(u) = ∫0^u^2√(3 + t) dt then p&#x27;(u) =

Nick Johnson · Answer

Okay, so here we have that, well, capital F of T is equal to F of U of T. So we had to find out

Manisha Sarker · Answer

In this problem, we need to solve the given initial value problem. We have d s d t is equal to 1

Bobby Barnes · Answer

So if we want to find the derivative of the function, p of t is equal to 2T plus 3 cubed divided

Bryan Lynn · Answer

All right, so this time we&#x27;re given the derivative of x is equal to 1. The derivative of y is eq

Sri K · Answer

The question asks us to evaluate the integral t equals 1 to n of 1 divided by t times t plus 1 t

Question

If $p(u) = \int_0^{u^2} \sqrt{3 + t} dt$ then $p'(u) = $

Please give Ace some feedback