It gets to be a lot of work to find them all. I will show you how to do it without the pennies, then it will just take a bit of time to do the next step and do it with pennies if you want to use those too. Think about using 2 quarters, 1 quarter or no quarters.
If you use 2 quarters, you have to make the remaining 15¢ with either no dimes or 1 dime and the rest has to be in nickels. That gives us 2 ways.
If you use 1 quarter, you have to make the remaining 40¢ with either no dimes, 1 dime, 2 dimes, 3 dimes or 4 dimes and the rest, if there is any, has be to in nickels. That's 5 more ways.
If you don't use any quarters, you have to make the entire 65¢ with either 0, 1, 2, 3, 4, 5 or 6 dimes and the rest in nickels. That's 7 more ways. 2+5+7 = 14 ways in all.
Now go through the same process but add in pennies!
22
I think there are 88 different combinations of coins that can make up 66 cents.
It depends on the currency - many countries use cents - and the denominations of the coins.
Oh, isn't that a lovely question! Let's see, to make 36 cents, you can use different combinations of coins like quarters, dimes, nickels, and pennies. There are several ways to do this, and it's like creating a beautiful painting with different colors and textures. Just remember, there's no right or wrong way to make 36 cents with coins, so have fun exploring all the possibilities!
99
22
12 how come
I think there are 88 different combinations of coins that can make up 66 cents.
To make 95 cents, you can use various combinations of coins. A common combination is three quarters (75 cents), two dimes (20 cents), and one nickel (5 cents), totaling 95 cents with six coins. Other combinations are also possible, depending on the types of coins used.
To determine the number of different combinations of coins that make up 27 cents, we can use pennies (1 cent), nickels (5 cents), dimes (10 cents), and quarters (25 cents). A systematic approach or generating functions can be employed, but an approximate method indicates that there are 13 combinations using these coins. The combinations include various configurations of each coin type to total 27 cents.
A lot
To make 69 cents using U.S. coins, you could use various combinations. For example, you could use 2 half dollars (50 cents), 1 dime (10 cents), and 9 pennies (9 cents). Another option could be 1 quarter (25 cents), 4 dimes (40 cents), and 4 pennies (4 cents). There are multiple combinations, but these are a few examples.
It depends on the currency - many countries use cents - and the denominations of the coins.
To make 67 cents in the US, you can use various combinations of coins: pennies (1 cent), nickels (5 cents), dimes (10 cents), and quarters (25 cents). The exact number of combinations can be determined using a systematic approach or by applying combinatorial methods, considering all possible quantities of each coin type. In total, there are 196 different ways to make 67 cents using these coins.
To determine how many ways you can make 99 cents using U.S. coins, consider the denominations: pennies (1 cent), nickels (5 cents), dimes (10 cents), quarters (25 cents), and half dollars (50 cents). The problem can be approached using combinations of these coins, and it can be calculated using a systematic counting method or generating functions. However, one common approach is to use dynamic programming or recursion to find all possible combinations. The total number of ways to make 99 cents is 292.
There are several ways to make 10 cents using U.S. coins. The combinations include using one dime, two nickels, or a variety of pennies, nickels, and combinations of both. Specifically, you can use up to 10 pennies, one nickel with up to 5 pennies, or two nickels, among other combinations. Altogether, there are 11 distinct combinations to make 10 cents.
To make 90 cents, you can use various combinations of coins. For example, you can use nine dimes (10 cents each) or a combination of quarters, dimes, nickels, and pennies. A simple option is three quarters (75 cents), one dime (10 cents), and one nickel (5 cents). The total number of coins can vary depending on the denominations used.