(d)/(d x)∫2^tan x(1)/(1+t^2) d t

Name: (d)/(d x)∫2^tan x(1)/(1+t^2) d t
Uploaded: 2024-10-02T20:48:25-08:00
Duration: 1 min 40 s
Channel: Numerade
Description: (d)/(d x)∫2^tan x(1)/(1+t^2) d t

Question

Sydney Bement · Answer

For this problem, we&#x27;re asked to find the derivative of the inverse of secant of x, also known a

Fuzail Shakir · Answer

of x times tan of x d. So if you let u is equal to 10 of x, D is equal to secan squared of x d x

Sanchit Jain · Answer

According to the given question, integration of 2 by 1 plus 10x dx. That is integration of 2 dx

Andrew Noble · Answer

Here we want to compute an integral. We have the integral of 2 plus the tangent of x, dx. So for

Uma Kumari · Answer

In this problem we have to evaluate cosine into tangent inverse 1 upon 2 plus sine inverse 1 upo

Question

\( \frac{d}{d x} \int_{2}^{\tan x} \frac{1}{1+t^{2}} d t \)

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