Exercise $2$: Write a program to calculate change from a transaction.

Create a variable for the cost of some item and the size of the bill a customer pays with. Assign some values of your choice

to your variables.

Find the total change owed the customer by subtracting item cost from amount paid. NOTE: Due to rounding in the

computer, your final result might be off by $1$ cent. As a quick fix add $0\mathrm{.}001$ to this difference. There are better ways to fix

this, but not with our current material, so we'll go with this.

Determine the exact breakdown of bills and$/$or coins owed the customer using the divmod$()$ function. You should

minimize the number of bill$/$coins returned using standard U$.$S$.$ currency: $$100,$$$50,$$$20,$$$10,$$$5,$$$1,25c,10c,5c,$ and $1$ c $.$

Remember that divmod returns two outputs, one from integer division and one from modulo.

Use print function to output the breakdown.

For example, a customer might buy something for $$3\mathrm{.}20$ with a $$50$ bill. They are owed a total of $$46\mathrm{.}80$ in change. This would

be two $$20$ bills, one $$5$ bill, one $$1$ bill, three quarters, and a nickel.