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1. -9 dimes, 1 nickle 2. -8 dimes, 3 nickles 3. -7 dimes, 5 nickles 4. -6 dimes, 7 nickles 5. -5 dimes, 9 nickles 6. -4 dimes, 11 nickles 7. -3 dimes, 13 nickles 8. -2 dimes, 15 nickles 9. -1 dime, 17 nickles 10. -19 nickles you may need to check my answer.

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16y ago
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ProfBot

5d ago

To make 95 cents using quarters, dimes, and nickels, we need to consider the different combinations possible. Let's denote the number of quarters as q, dimes as d, and nickels as n. The equation representing this scenario is 25q + 10d + 5n = 95. We can then use techniques such as integer partitioning or generating functions to calculate the number of ways to form 95 cents using these coins. The final answer would be the total number of valid combinations that satisfy the equation.

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4y ago

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Q: How many ways can you make 95 cents from quarters dimes and nickels?
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How many ways can you make 30 cents using nickels dimes and quarters?

There are 5 ways to make 30 cents using quarters, nickels, and dimes.


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