A solid metal spinning top is constructed by joining a hemispherical top to a cone-shaped base. The radius of both the hemisphere and the base of the
cone is 3 cm. The volume of the cone is half that of the hemisphere. Calculate: (Give your answers to 3 significant figures and include the unit of
measurement)
a.) the volume of the hemispherical top:
b.) the height of the cone-shaped base:
c.) the outer surface area of the spinning top:
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the volume of the hemisphere top
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