∫(2t^2)/(1+t^4)dt

Name: ∫(2t^2)/(1+t^4)dt
Uploaded: 2023-07-16T08:54:23-08:00
Duration: 21 s
Channel: Numerade
Description: ∫(2t^2)/(1+t^4)dt

Question

∫(2t^2)/(1+t^4)dt

Rahul Mittal · Answer

The given integration is 1 divided by t squared plus 6 d t. In this question we need to find the

Lauren Shelton · Answer

So when looking at this, one of my strategies I know is use substitution. And I know that if I&#x27;m

J Hardin · Answer

Let&#x27;s evaluate this one by doing the u sub u equals here. That should bad typo there. Let&#x27;s put

Amy Jiang · Answer

Okay, so we have to take the integral of this following equation. So let&#x27;s notice that we have a

Linda Hand · Answer

Integrate from 0 to 1 this vector. So first, you have 4 over 1 plus t squared, so that&#x27;s 4 times

\int \frac{2t^2}{1+t^4}dt