SOLUTION: The dimensions of a cube are increased so that they are 2.5 times longer. If the
original cube had a volume of 8in3, what is the volume of the new cube?
Algebra ->
Volume
-> SOLUTION: The dimensions of a cube are increased so that they are 2.5 times longer. If the
original cube had a volume of 8in3, what is the volume of the new cube?
Log On
Question 319831: The dimensions of a cube are increased so that they are 2.5 times longer. If the
original cube had a volume of 8in3, what is the volume of the new cube? Answer by Alan3354(69443) (Show Source):
You can put this solution on YOUR website! The dimensions of a cube are increased so that they are 2.5 times longer. If the
original cube had a volume of 8in3, what is the volume of the new cube?
---------------------
2.5 times longer = 3.5 times as long
The volume is a function of the cube of the radius.
= 343 cubic inches