The numerical value of the volume of cube B is equal to the length of the side of cube A. The ratio of the volume to surface area of cube A is 'k'. If the length of side of cube B, and 'k', is an integer, what could be the minimum value of 'K'?
Cube B. Cube A
Attachments:
Answers
Answered by
0
Answer:
The numerical value of the volume of cube B is equal to the length of the side of cube A. The ratio of the volume to surface area of cube A is 'k'. If the length of side of cube B, and 'k', is an integer, what could be the minimum value of 'K'?
Cube B. Cube A
Similar questions