Answer
$ \approx 85$ i$n^3$
Work Step by Step
To find volume, you need to multiply the area of the base circle and the height. Since the diameter of the base circle is $6$ in, the radius is $3$ in, and the area of the base circle is $\pi r^2$, where r is the radius. Plug the radius in. The area of the circle is
$9\pi$ i$n^2$
Multiply this by the height. It is filled up to $3$ inches. We will take this number as the height.
$9\pi * 3$
$ = 27\pi$ i$n^3$
This is the volume. Here, $\pi$ is taken as $3.14$, as the question asks. Replace $\pi$ by $3.14$
$27 * 3.14$
= $84.78$ i$n^3$
Round to the nearest cubic inch
$ \approx 85$ i$n^3$
