Question

The answer is not 3,815.10 I checked already but hellpp

Answer 1

The volume of a cylinder is represented by: $\pi r^{2}h$

We know that r is equal to $\frac{1}{2}d$, and d in this case is 9 in. Therefore, r = 4.5 in.

Then, using 3.14 for $\pi$, and 15 in. for height, we can solve for the volume of the cylinder:

$V=3.14 (4.5)^{2} (15)$

$V=3.14*20.25*15$

$V=953.775 in^{3}$

By using this equation, we were able to determine that the volume of this cylinder is $953.775 in^{3}$.