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how to find centroid of this composite plane shape http://math.stackexchange.com/questions/988745/find-the-centroid-of-shown-plane-figure
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i am stuck at finding y coordinate
its like finding the avg
think of it like breaking it up into small square areas and u wanna find at the x value where you are getting the mean
yeah but how do i plugin everything into the formula \[\large \overline{y} = \dfrac{1}{A}\int\limits_a^b (f^2-g^2) dx\] ?
I got A = 24 - 1.8^2pi/2
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break the circle into +/- sqrt(r^2-...)
lemmee see something quick
okay thanks there is a mistake in earlier formula, it should be \[\large \overline{y} = \dfrac{1}{A}\int\limits_a^b \frac{1}{2}(f^2-g^2) dx\]
|dw:1414140493171:dw|
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