# The radius of a right circular cylinder is decreasing at a rate of 5 inches per minute while the height is increasing at a rate of 2 inches per minute. Determine the rate of change of the volume when r = 2 and h = 4. 1. rate = —607r cu.in./n1in. 2. rate = —687r cu.in./n1in. 3. rate = —727r cu.in./n1in. 4. rate = —647r cu.in./n1in. 5. rate = —767r cu.in./min.

The radius of a right circular cylinder is decreasing at a rate of 5 inches per minute while the height is increasing at a rate of 2 inches per minute. Determine the rate of change of the volume when r = 2 and h = 4. 1. rate = —607r cu.in./n1in. 2. rate = —687r cu.in./n1in. 3. rate = —727r cu.in./n1in. 4. rate = —647r cu.in./n1in. 5. rate = —767r cu.in./min.

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The post The radius of a right circular cylinder is decreasing at a rate of 5 inches per minute while the height is increasing at a rate of 2 inches per minute. Determine the rate of change of the volume when r = 2 and h = 4. 1. rate = —607r cu.in./n1in. 2. rate = —687r cu.in./n1in. 3. rate = —727r cu.in./n1in. 4. rate = —647r cu.in./n1in. 5. rate = —767r cu.in./min. appeared first on Superb Professors.