The box of Cube-shaped was designed to also be carried easily in a cube with such a handle mounted on top. These boxes have durability, uniqueness, and cost-effectiveness, being available in various shapes and sizes.
Given:
Filled cube-shaped box [tex]\bold{= 8 \ in^3}[/tex]
Left space of a box[tex]\bold{= 56\ in^3}[/tex]
To find:
the side-length of the cube-shaped box=?
Solution:
[tex]\to \text{side-length of the cube-shaped box=Filled cube-shaped box + Left space of a box}[/tex][tex]\to 56+8= 64= \sqrt[3]{64}= 4^3\\\\[/tex]
[tex]\to V= a^3\\\\\to V= 4 \ in[/tex]
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brainly.com/question/1182379
