

Let r and R be the radius of the inner and outer cylinder respectively.
Given, height of the hollow cylinder, h = 7 cm
and area of the base ring = 115.5 cm2
=> π(R2 - r2 ) = 115.5
Total surface area of hollow cylinder = 4620 cm2
=> 2π(R - r)h + 2π(R2 - r2 ) = 4620
=> 2 * 22/7 * (R - r) * 7 + 2 * 115 .5 = 4620
=> 44(R - r) = 4620 - 23
=> 44(R - r) = 4389
=> R - r = 4389/44
=> R - r = 99.75
Thus, the thickness of the cylinder is 99.75 cm
