Open the part$1.$cpp file. In the function, write a program that prints a simple form letter on the console based on user input.

Define a string variable

Prompt the user with "Enter the first name of the person you want to write to: $"$

Prompt the user to enter the age of the recipient and assign it to an integer variable

Prompt the user for the name of another friend and store it in a string variable friend$\_$name $.$

Start your letter with "Dear $,".$ Don't forget the comma and the newline.

Add an introductory line or two, like "How are you? I am fine. I miss you." Be sure to indent the first line. Add a few more lines of your choosing it's your letter.

Now add a line to your letter: "Have you seen lately?"

Have your program print, "I hear you just had a birthday, and you are years old."

If your friend is under $12,$ write, "Next year, you will be $,+1."$ If your friend is $17,$ write, "Next year, you will be able to vote." If your friend is over $70,$ write, "Are you retired?". Check your program to make sure it responds appropriately to each kind of value. $($skip this step if you don't remember if$-$conditions$).$

Add "Yours sincerely$,"$ followed by two blank lines for a signature, followed by your name.

Part $2$:

Open the part$2.$cpp file. In the function, write a program that prompts the user to enter some number of pennies $(1-$cent coins$),$ nickels $(5-$cent coins$),$ dimes $(10-$cent coins$),$ quarters $(25-$cent coins$),$ half$-$dollar coins $(50-$cent coins$),$ and onedollar coins $(100-$cent coins$).$ Query the user separately for the number of each size coin, e$.$g$.,$ "How many pennies do you have?" Then your program should print out something like this:

You have $23$ pennies.

You have $17$ nickels.

You have $14$ dimes.

You have $7$ quarters.

You have $3$ half$-$dollar coins.

You have $0$ one$-$dollar coins.

The value of all of your coins is $573$ cents.

Make some improvements $($extra$)$:

If only one of a coin is reported, make the output grammatically correct, e$.$g$.,14$ dimes and $1$ dime $($not $1$ dimes$).$

Report the sum in dollars and cents, i$.$e$.,$ $$5\mathrm{.}73$ instead of $573$ cents.