Question: A spherical ice ball melts symmetrically such that the shape is always spherical. Its surface area decreases at the rate of 32TI cm2/min. When the

 A spherical ice ball melts symmetrically such that the shape is

A spherical ice ball melts symmetrically such that the shape is always spherical. Its surface area decreases at the rate of 32TI cm2/min. When the radius is 2 cm, find in exact form: a) the rate at which the radius decreases b) the rate at which the volume decreases. Present an appropriate sketch and clear detailed solution accord

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