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    Find the centroid of the first octant region that is interior to the to the two cylinders x^2+z^2=1
    and Y^2+Z^2=1

    centroid for x y and z are

    x'=1/M*triple integral of x^2*dV

    y'=1/M*triple integral of y^2*dV

    z'=1/M*triple integral of z^2*dV

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    Solution Summary

    This shows how to find the centroid of the given region.