Suppose that a tumor in a person's body has a spherical shape and that treatment is causing the radius of the tumor to decrease at a rate of 9 millimeters per month. At what rate is the surface area of the tumor decreasing when the radius is 2 mm? A)Surface area is decreasing at the rate of 288π mm²/month. B)Surface area is decreasing at the rate of 72π mm²/month. C)Surface area is decreasing at the rate of 32π mm²/month. D)Surface area is decreasing at the rate of 16π mm²/month. E)Surface area is decreasing at the rate of 144π mm²/month.

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The Answer of Suppose that a tumor in a person's body has a spherical shape and that treatment is causing the radius of the tumor to decrease at a rate of 9 millimeters per month. At what rate is the surface area of the tumor decreasing when the radius is 2 mm? A)Surface area is decreasing at the rate of 288π mm²/month. B)Surface area is decreasing at the rate of 72π mm²/month. C)Surface area is decreasing at the rate of 32π mm²/month. D)Surface area is decreasing at the rate of 16π mm²/month. E)Surface area is decreasing at the rate of 144π mm²/month.

Suppose That a Tumor in a Person's Body Has a Spherical