Deriving density formula for hollow cylinder

[mtje]

Homework Statement

rho of a hollow cylinder can be found with 4 measured quantity by the folowing formula, proof this formula

Homework Equations

ρ= 4.m
∏.(d²-D²).h

d is the outside diameter and D the inside

The Attempt at a Solution

since it's my first time ever taking physics classes I'm kinda stuck
(well first time taking science classes)

ρ=m
V

so the formula of the hollow cylinder is V=∏.(d²-D²).h

the 4.m should be the mass but don't really get what the 4 is standing there for

Could someone explain me how i should solve this ore give me a helping hand with the beginning of it?

 

[OldEngr63]

The formula for the area of a circle is

A = π r² = (π/4) d²

where r = radius and d = diameter.

When you have a hollow circle, the same sort of thing still applies, just with a difference of squares. But notice the (π/4) stays out in front.

If you think this on through, you will see where the rest of your expression comes from.