Chapter 12.3, Problem 1AGP

To determine

To calculate: Volume of the cylinder.

Answer to Problem 1AGP

Volume $\left(V\right)$ of the cylinder is $33098.1i{n}^3$

Explanation of Solution

Given:

Calculation:

From the given diagram of cylinder,

Radius of cylinder $=6.1ft=6.1\times 12=\text{73}\text{.2}\text{inches}$

Length of the cylinder $=12ft=12\times 12=144inches$

The formula for the volume of cylinder,

  $V=\pi r^{2}h$

After putting the values in the equation,

  $V=\pi {\left(73.2\right)}^2\left(144\right)$

  $V=33098.1i{n}^3$

Thus, Volume $\left(V\right)$ of the cylinder is $33098.1i{n}^3$