To find the number of ways to make 30 cents using pennies, quarters, dimes, and nickels, we can use a combinatorial approach or dynamic programming. However, a straightforward method involves listing different combinations of these coins. For example, you can use different quantities of each coin type, ensuring the total equals 30 cents. The total number of combinations can be calculated, but it typically requires systematic counting or programming to find the exact number.
None. If you "get 65 cents using only dimes nickels and quarters" you are not using any pennies!
(2) quarters, (1) dime and (1) penny = 61 cents.
pennies - 100 nickels - 20 dimes - 10 quarters - 4
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50 different ways
None. If you "get 65 cents using only dimes nickels and quarters" you are not using any pennies!
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3 quarters = 75 cents 7 dimes= 70 cents 3 nickels= 15 cents 8 pennies= 8 cents for a total of 168 cents or $1.68
3 quarters = 75 cents 7 dimes= 70 cents 3 nickels= 15 cents 8 pennies= 8 cents for a total of 168 cents or $1.68
Two quarters Three nickels Three pennies
100 pennies 10 dimes 20 nickels 4 quarters 5 dimes and 10 nickels 2 quarters and 5 dimes Mainly, as long as you have 100 cents then its a dollar.
3 quarters = 75 cents 4 dimes = 40 cents 2 nickles = 10 cents 7 pennies = 7 cents Total is 132 cents which is $1.32
1.78 pennies 2.7 dimes 8 pennies 3.15 nickels 3 pennies 4.14 nickels 8 pennies 5.3 quarters 3 pennies 6.7 dimes 1 nickel 3 pennies 7.6 dimes 3 nickels 3 pennies 8.2 quarters 2 dimes 1 nickel 3 pennies 9.2 quarters 2 dimes 8 pennies 10.1 quarter 5 nickels 2 dimes 8 pennies 11. 1 half-dollar 2 dimes 1 nickel 8 pennies 12.1 half-dollar 2 dimes 2 nickels 3 pennies 13.7 dimes 1 nickel 3 pennies 14.2 dimes 2 nickels 1 quarter 4 nickels 3 pennies 15.1 half-dollar 5 nickels 3 pennies
(2) quarters, (1) dime and (1) penny = 61 cents.
pennies - 100 nickels - 20 dimes - 10 quarters - 4
82 cents...................
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