A hollow cylindrical pipe is open at both ends

MATHEMATICS · Single correct · CBSE · Mathematics · Surface Areas and Volumes · Surface Areas and Volumes

Problem

A hollow cylindrical pipe is open at both ends. Which set of areas must be added to obtain its total surface area? (a) Outer curved surface area+inner curved surface area\text{Outer curved surface area} + \text{inner curved surface area} (b) Outer curved surface area+area of both circular ends\text{Outer curved surface area} + \text{area of both circular ends} (c) Outer curved surface area+inner curved surface area+area of both annular rings at the ends\text{Outer curved surface area} + \text{inner curved surface area} + \text{area of both annular rings at the ends} (d) Outer curved surface area+inner curved surface area+area of both circular ends\text{Outer curved surface area} + \text{inner curved surface area} + \text{area of both circular ends}

Related theory

Browse the problem library