You can
put this solution on YOUR website!One approach to this problem is to imagine that the copper pipe is split down its length and laid open to give you a rectangular prism whose height is the same as the length of the pipe (14cm) and whose length is the same as the outside circumference of the copper pipe (

) and the width is the thickness of the copper pipe which can be expressed in terms of the difference of the external radius and the internal radius (

).
The volume of such a prism is given by:

where:

,

, and h = 14cm.
Substituting V = 748, we get:

Simplifying this:

Divide both sides by

The thickness of the copper pipe is 0.945cm