2 dimes and 5 nickels
To determine the number of ways to make a dollar using quarters (25 cents), dimes (10 cents), and nickels (5 cents), we can represent the problem using a combination of these coins. By systematically counting combinations for different quantities of quarters (0 to 4), and then varying the number of dimes and nickels to reach the total of 100 cents, we find there are 292 different combinations to make a dollar with these coins.
5 nickels and three dimes
You can make 25 cents without using dimes or nickels by using one quarter or twenty-five pennies.
None. If you "get 65 cents using only dimes nickels and quarters" you are not using any pennies!
There are 5 ways to make 30 cents using quarters, nickels, and dimes.
45X1X5X10 = 2250 ways to make 45 cents using pennies nickels and dimes.
To make 60 cents without using pennies, you can use combinations of nickels, dimes, and quarters. For example, you could use six dimes (60 cents) or twelve nickels (60 cents). Alternatively, you could use two quarters (50 cents) and one dime (10 cents) for a total of 60 cents. These combinations help you reach the desired amount without relying on pennies.
6 dimes, 5 dimes 2 nickels, 4 dimes 4 nickels, 3 dimes 6 nickels, 2 dimes 8 nickels, 1 dime, 10 nickels, and 12 nickels.
To determine the number of ways to make 85 cents using common U.S. coins (pennies, nickels, dimes, and quarters), we can consider various combinations of these coins. A systematic approach involves counting combinations of quarters (25 cents), dimes (10 cents), nickels (5 cents), and pennies (1 cent). The exact number of combinations can be calculated using combinatorial methods or generating functions, but the total is typically found to be 34 different ways to make 85 cents.
You can make a quarter using various combinations of coins. The simplest way is one quarter (25 cents). Additionally, you can use combinations of dimes and nickels, such as two dimes and one nickel, or five nickels. Lastly, you can also combine pennies, nickels, and dimes to achieve the same total. Overall, there are multiple combinations, but the exact number depends on the denominations you consider.
There are 18 possible combinations of quarters, dimes and nickels that total 75 cents. They are: 1) -- 3 Quarters 2) -- 2 Quarters, 2 Dimes, 1 Nickel 3) -- 2 Quarters, 1 Dime, 3 Nickels 4) -- 2 Quarters, 5 Nickels 5) -- 1 Quarter, 5 Dimes 6) -- 1 Quarter, 4 Dimes, 2 Nickels 7) -- 1 Quarter, 3 Dimes, 4 Nickels 8) -- 1 Quarter, 2 Dimes, 6 Nickels 9) -- 1 Quarter, 1 Dime, 8 Nickels 10) -- 1 Quarter, 10 Nickels 11) -- 7 Dimes, 1 Nickel 12) -- 6 Dimes, 3 Nickels 13) -- 5 Dimes, 5 Nickels 14) -- 4 Dimes, 7 Nickels 15) -- 3 Dimes, 9 Nickels 16) -- 2 Dimes, 11 Nickels 17) -- 1 Dime, 13 Nickels 18) -- 15 Nickels
To determine how many different ways you can make 23 cents using U.S. coins (pennies, nickels, dimes, and quarters), you can use combinatorial counting. By examining the various combinations of these coins, you find there are 13 distinct ways to make 23 cents. This includes different combinations of the available coin types, such as using only pennies, or a mix of nickels and dimes, etc.