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In this problem, I explored how many different combinations of pennies, nickels, dimes, and quarters can add up to one dollar. I calculated the number of ways to use each coin type: 100 ways with pennies, 20 ways with nickels, 10 ways with dimes, and 4 ways with quarters. By adding these combinations together, I found a total of 134 unique ways to make change for a dollar. This solution highlights the different methods of combining coins to achieve the same monetary value.
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POD WEEK 8PROBLEM 1 By: Noel Corral
Problem Lemme Hold a dolla • Using only pennies nickels, dimes and quarters, how many different ways can you make change for a dollar
Step 1 • So I started finding how many ways I could make a dollar with pennies, nickels, dimes and quarters. Pennies:100 Nickels:20 Dimes:10 Quarters:4
Step 2 • Then since I knew how many ways you could make it with each coin I combined the amounts to make a dollar from each 100+20=120 120+10=130 130+4=134
Step 3 (Final Answer) 134 is my final answer