A ball rolls on the interior of a paraboloid of revolution

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Reference no: EM13625762

A ball rolls on the interior of a paraboloid of revolution given by x^2+y^2=cz. The angle of rotation about Z axis is theta=4(pi)(sin^2(omega)(t)), and the elevation of the ball is z=b(theta), where b, c, and omega are constants. Determine the velocity and acceleration when t=4(pi)/3(omega).

Reference no: EM13625762

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