A cubical box has a volume of 125 cubic feet. Substitute 125 for V in the formula $V = s ^ { 2 }$ , and solve for s to find the length of each side of the box.

Name: A cubical box has a volume of 125 cubic feet. Substitute 125 for V in the formula $V = s ^ { 2 }$ , and solve for s to find the length of each side of the box.
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Question

Quizplus · Accepted Answer

The correct formula for the volume of a cube is $V = s^3$, not $V = s^2$. Given $V = 125$ cubic feet, solving $125 = s^3$ gives $s = 5$ cubic feet.

A Cubical Box Has a Volume of 125 Cubic Feet V=s2V = s ^ { 2 }V=s2

A Cubical Box Has a Volume of 125 Cubic Feet $V = s ^ { 2 }$