Write a program that does the following:

$1.$ Ask the user to enter a distance in meters.

$2.$ Store the value entered in a variable. $($make sure you choose the right name and

data type$)$

$3.$ Compute the distance in feet and inches. Make sure you use named constants

for $3$ and $3\mathrm{.}37$ literals.

$4.$ Store both $$feet and inches$-$ in two separate variables. $($make sure you choose

the right names and data types$)$

$5.$ Display the number entered and its conversion in feet and inches.

Good to know:

$1$ meter $=3$ feet and $3\mathrm{.}37$ inches. Let us use this approximation.

$12$ inches $=1$ feet.

Note: Often when you work on a project, a domain expert joins the team. The person is

not necessarily a technical person. In our case, someone who knows the conversion

formula told us$.$

Output examples:

Run$1$:

Please enter a number of meters to be converted: $5$

$5$ meters is equal to $16$ feet and $4\mathrm{.}85$ inches.

Run$2$:

Please enter a number of meters to be converted: $10\mathrm{.}5$

$10\mathrm{.}5$ meters is equal to $33$ feet and $11\mathrm{.}385$ inches