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What's a good algorithm for finding the area contained by intersecting polar curves?
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Can you be a little more specific?
For example: Two intersecting circles, as given by r = 4cos(theta) and r = 4sqrt3 sin(theta). I am to find area in the small portion where they intersect.|dw:1334434753356:dw|
integrate them
I understand I have to find the points were they intersect and it requires integrating, but how do I determine the bound of integration? and do I have to integrate the two circles separately?
*where
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where do they intersect?
0 and someplace else right?
tan(t) = 1/sqrt(3) right?
yeah when theta = pi/6
|dw:1334445996836:dw|
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