#Evaluate a Definite Integral Involving Trigonometric Function
6 messages · Page 1 of 1 (latest)
Hi everyone
I feel like there's a trick or simplification, but i'm not sure how to approach it... so
any ideas or hints would be really appreciated and thanks!
I think a variable change like u=cos(t) or u=tan(t/2) can help you
I’m not sure but I think you could use u sub where u = -2xcos(t) and so du would be 2xsin(t)dx, which is basically in the numerator except you have to multiply it by 2 and 1/2 on the outside, and so the integral becomes 1/(u+x^2+1) du
Don’t take my word for it though
literally just set u = the entire denominator, it is with respect to t not x