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40 pennies, 8 nickels, and 2 dimes.

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โˆ™ 13y ago
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Q: How can you make 1 dollar using exactly 50 coins?
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Related questions

How can you make change for a dollar using exactly 50 coins with dime nickels and pennies?

40 pennies 8 nickles 2 dimes


How many ways can you make a dollar with exactly six coins?

Alot of ways


How do you make exactly 5.00 using exactly 100 U.S coins?

Easy. Use 100 5-cent coins.


Most amount of coins you can have and still not make change for a dollar?

One half dollar, one quarter, four dimes and four pennies. It equals $1.19. You can not make change for exactly one dollar with those coins


How do make change of 1.95 using exactly 20 coins?

5687


What is the largest amount of money in coins you can have and still not be able to make a dollar exactly?

99 cents


Using only three types of coins make a dollar with the least amount of coins?

If you can use up to three types of coins, the answer would be to use a Dollar coin - require only one coin.If you must use exactly three types of coins, the answer would be to use 3 Quarters, 2 Dimes and a Nickel - requires six coins.


How do you make a dollar using 12 coins?

10 nickels and 2 quarters


How many ways can you make a dollar with ten coins?

ten dimes Only 1 way if u use exactly 10 coins


How can you make 50 cents using exactly 10 coins?

Ten nickels.


What are 50 ways to make change for one dollar?

There are 293 ways to make change for a dollar using the coins of a penny thru 1/2 dollar


How many different way to make a dollar with pennies quarters nickels half a dollar and a dollar coin?

To make a dollar using the coins mentioned (pennies, quarters, nickels, half dollar, and dollar coin), we can create combinations of these coins. The possible combinations can be calculated using a systematic approach, considering the different values of each coin. This would involve listing out all possible combinations and summing them to reach a total of one dollar. The total number of ways to make a dollar using these coins would be the total number of valid combinations that add up to one dollar.