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To make 68 cents with 13 coins, you can use the following combination: 3 quarters (25 cents each), 2 dimes (10 cents each), 3 nickels (5 cents each), and 5 pennies (1 cent each). This totals to 75 cents (3 quarters) + 20 cents (2 dimes) + 15 cents (3 nickels) + 5 cents (5 pennies) = 68 cents. This combination uses a total of 13 coins.

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Q: How do you make 68 cents with 13 coins?
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Related questions

What 12 coins make 68 cents?

To make 68 cents with 12 coins requires 8 pennies, 2 nickels, and 2 quarters. The formula is x (1) + y (5) + z (25) = 68 where x + y + z = 12 Or you could use 3 pennies, 5 nickels, and 4 dimes. The formula is x (1) + y (5) + z (10) = 68 where x + y + z = 12


If susie has 7 coins that total 68 cents what are the coins?

3 pennies, 2 quarters, 1 nickel, and 1 dime.


How do you make 68 with 13 coins?

1 x 50 6 x 2 6 x 1 (depending on your currency)


How do you make 68 cents by using dimes quarters nickels and pennies with only using 8 total coins?

Two quarters Three nickels Three pennies


What is the fraction 68 cents in a dolllar?

68 c/1 dollar = 68 cents/100 cents = 68/100 which can be simplified to 17/2568 c/1 dollar = 68 cents/100 cents = 68/100 which can be simplified to 17/2568 c/1 dollar = 68 cents/100 cents = 68/100 which can be simplified to 17/2568 c/1 dollar = 68 cents/100 cents = 68/100 which can be simplified to 17/25


What 3 coins add up to 65 cents?

68


How many dollars are there in 68 cents?

There are 100 cents in one dollar. Therefore, 68 cents is equal to 68/100 = 0.68 dollars.


What part of 1 dollar is 68 cents?

what part of 1 dollar equals 68 cents


What is the answer for the math problem 68 percent of 13?

68 percent of 13 = 8.84 68% of 13=68% * 13 = 0.68 * 13 = 8.84


What is 68 minus 13?

68-13=55


68 cents using 7 coins?

Assuming that you are referring to current US coins, you could use a half dollar, three nickels and three pennies. In more modern terms, two quarters, a dime, a nickel, and three pennies.


Is 68 divisible by 13?

No because 68/13 is 5.23076923