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Find the centroid of the region in the first quadrant bounded by the given curves.
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\[y = x^3, x = y^3\]
any thoughts ?
Find the area in order to set up the integration from a to b, but no idea on how to find them algebraically by setting them equal to each other.
If you the points of intersection, it will give you your bounds. Try substituting the second equation so you can find the y-intersection and then you can rule out answers given that it's in the first quadrant
did you sketch the region ?
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No, my graphing skills are very bad, if I were to sketch this -- start sketching this by plotting points?
yes, just a few. for y= x^3 try x=0, ½, 1
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