|April 19th, 2017, 05:55 PM||#1|
Joined: Apr 2017
How do I solve this integral?
integral ((y - x)^(1/3))/(1 + y + x) dx dy
Integrating over R being a triangle: (0,0) (1,0) (0,1)
I wrote R in the polar form:
0 < theta < pi/4
0 < r < 1/(sin(theta) + cos(theta))
But still can't integrate..
|April 19th, 2017, 06:13 PM||#2|
Joined: Sep 2015
by examining the symmetry with respect the line $y=x$ it should be pretty clear this integrates to $0$ over that triangle.
|integral, polar, solve|
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