$.$ Write a Python program to calculate the number of dimples that can be found on new golf balls. Most

dimples on a "normal" golf ball cover about $1/8$th $[0\mathrm{.}1250]$ square inches. The program should calculate

the surface area and determine the total number of dimples that can be punched onto the ball as an

integer number. Input from the keyboard two floating$-$point values the diameter of a golf ball in inches

and the required square inch value for one dimple. Assume proper input.

Output to the screen the ball diameter and surface area value formatted to two decimal places

as well as the total number of dimples rounded to the nearest integer. Finally, the program should ask if

the user wants to run the program again $($Check case$).$ Use literals and at least one function for the

calculation. Refer to the sample output below.

Sample Run:

Ball diameter $($inches$)$: $1\mathrm{.}68$

Dimple area $($inches$)$: $0\mathrm{.}1250$

$1\mathrm{.}68"$ golf ball: surface area of $8\mathrm{.}87$ sq$.$ inches: $70$ dimples

Run Again $($Y$/$N$)$: N

Name the program: DimplesXX.py where XX are your initials