Question

A softball is larger than a baseball. Its circumference is about 12 inches. The circumference of a baseball is about 9 inches. What is the approximate difference in the diameters of the balls?

Answer 1

Answer: 0.96 inches

Explanation:

Answer 2

0.96 inches

Explanation:

The first step is to find the diameter given the circumference. This is the formula for circumference:

`C=\pi d`

In terms of d, the formula looks like this:

`d=(C)/(\pi)`

For the softball, the diameter is approximately:

`d=(12)/(\pi) =3.82`

For the baseball:

`d=(9)/(\pi ) =2.86`

Find the difference:

`3.82-2.86=0.96`

The approximate difference in diameters is 0.96 inches!