Sand falls from a hopper at a rate of 0.5 cubic meters per hour and forms a conical pile beneath. Suppose the radius of the cone is always half the height of the cone. (a) Find the rate at which the radius of the cone increases when the radius is 2 meters. Give an exact answer. meters per hour X (b) Find the rate at which the height of the cone increases when the radius is 2 meters. Give an exact answer. meters per hour
Sand falls from a hopper at a rate of 0.5 cubic meters per hour and forms a conical pile beneath. Suppose the radius of the cone is always half the height of the cone. (a) Find the rate at which the radius of the cone increases when the radius is 2 meters. Give an exact answer. meters per hour X (b) Find the rate at which the height of the cone increases when the radius is 2 meters. Give an exact answer. meters per hour
Chapter3: Polynomial Functions
Section3.5: Mathematical Modeling And Variation
Problem 6ECP: The resistance of a copper wire carrying an electrical current is directly proportional to its...
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