Define a function consolidate$\_$change that takes as arguments counts of different US coins $($similar to the previous function$)$ and prints

out the simplest number of bills and coins needed to make that amount. $[11$pt$]$

For example, when called with arguments of $10$ quarters, $9$ dimes, $8$ nickels, and $7$ pennies, the function should print:

Number of dollars: $3$

Number of quarters: $3$

Number of dimes: $1$

Number of nickels: $0$

Number of pennies: $2$

Total amount: $$3\mathrm{.}87$

You must use your previous value$\_$of$\_$change $()$ method in this calculation to determine the total amount.

Hint: think about converting the coins to a giant pile of pennies, and then determining how many $($whole number$)$ dollars you can divide

them into. Then put those pennies aside, and determine how many $($whole number$)$ quarters you can make with the rest, etc.

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Call your consolidate$\_$change $()$ function to test it$,$ passing in some number of coins for it to consolidate $($the values you pass are your

choice!$)1pt$

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Part $3.$ Time

Note: this is the hardest part of the assignment! Plan accordingly.

Import the date value from the datetime module. $[2$pt$]$

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Use the date$()$ function from the datetime module to create a variable end$\_$of$\_$quarter that represents the last day of the current

quarter $($check the UW Calendar$).$ Note that this function will return a value of type date $($not a string or a number$).[2$pt$]$

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