The mass of a cube in grams is M = x + 0.1x*, where x is the length of one side in centimeters. If the length is increasing at a rate of 0.04 cm/hr, at what rate is the mass of the cube increasing when its length is 5 cm? Enter the exact answer. The mass of the cube is increasing at a rate of grams per hour.

Intermediate Algebra
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ISBN:9780998625720
Author:Lynn Marecek
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Chapter10: Exponential And Logarithmic Functions
Section10.5: Solve Exponential And Logarithmic Equations
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The mass of a cube in grams is M = x + 0.1x*, where x is the length of one side in centimeters. If the length is increasing at a rate
of 0.04 cm/hr, at what rate is the mass of the cube increasing when its length is 5 cm?
Enter the exact answer.
The mass of the cube is increasing at a rate of
grams per hour.
Transcribed Image Text:The mass of a cube in grams is M = x + 0.1x*, where x is the length of one side in centimeters. If the length is increasing at a rate of 0.04 cm/hr, at what rate is the mass of the cube increasing when its length is 5 cm? Enter the exact answer. The mass of the cube is increasing at a rate of grams per hour.
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