Write a program that tells what coins to give out for any amount of change

How can we create a program that determines the coins to give out for any amount of change using quarters, dimes, and pennies?

void computeCoin(int coinValue, int& number, int& amountLeft); To create a program that determines the coins to give out for any amount of change using quarters, dimes, and pennies, we can utilize the function computeCoin. This function takes in the coin value, the reference to the number of coins, and the reference to the amount left after deducting the coins used. For example, if we have an amount of 86 cents, we can initially call computeCoin with the value of 25 (quarters) and the amountLeft as 86. After this call, the number variable will be assigned the value 3 (representing 3 quarters), and the amountLeft variable will be assigned the value 11 (since 3 quarters amount to 75 cents, so we have 11 cents left). By iterating through the coin denominations of quarters, dimes, and pennies, we can determine the optimal combination of coins to give out for any input amount of change.

Implementation of ComputeCoin Function:

To implement the computeCoin function, we can use a loop that iterates through each coin denomination and deducts the maximum possible number of coins from the remaining amount. Here's a basic outline of how the function can be implemented: 1. Initialize Variables: - Define the coin denominations (quarters = 25, dimes = 10, pennies = 1). - Initialize variables for the number of quarters, dimes, and pennies to 0. - Calculate the total amount of change. 2. Iterate Through Coin Denominations: - Start with the highest denomination (quarters) and deduct the maximum possible number of quarters from the remaining amount. - Update the number of quarters and the remaining amount. - Repeat this process for dimes and pennies. 3. Output: - Once all coin denominations have been processed, output the total number of quarters, dimes, and pennies required to make up the input amount of change. By following this approach and utilizing the computeCoin function, we can efficiently determine the optimal combination of coins to give out for any amount of change from 1 cent to 99 cents.
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