The length, x, of the side of a cube with volume V is given by $x(V)=V^{1 / 3}$
.Is the average rate of change of x with respect to V increasing or decreasing as the volume V decreases?

Name: The length, x, of the side of a cube with volume V is given by $x(V)=V^{1 / 3}$ .Is the average rate of change of x with respect to V increasing or decreasing as the volume V decreases?
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Question

The length, x, of the side of a cube with volume V is given by $x(V)=V^{1 / 3}$
 .Is the average rate of change of x with respect to V increasing or decreasing as the volume V decreases?

Quizplus · Accepted Answer

The Answer is increasing

The Length, X, of the Side of a Cube with Volume