- #1
sikrut
- 49
- 1
Evaluate the integral:
[tex]\int_0^\pi \int_x^\pi \frac{sin(y)}{y} [/tex]
Look, I've been at this problem for near an hour and a half. I've tried by parts, but I just get stuck in a loop. And I can't think of any way to do this. I've been reading things about taylor expanding it in order to integrate, but that is not something we covered in this course, and is not how it will be expected to be integrated on the test.
Is there a way, with the use of some algebra, where we could utilize a trig identity?
[tex]\int_0^\pi \int_x^\pi \frac{sin(y)}{y} [/tex]
Look, I've been at this problem for near an hour and a half. I've tried by parts, but I just get stuck in a loop. And I can't think of any way to do this. I've been reading things about taylor expanding it in order to integrate, but that is not something we covered in this course, and is not how it will be expected to be integrated on the test.
Is there a way, with the use of some algebra, where we could utilize a trig identity?