Four.
There are 25 of them.
hundreds of ways... 50 dimes 100 nickels 20 quarters 40 dimes and 2 nickels 90 nickels and 5 dimes 16 quarters and 10 dimes 30 dimes 2 nickels 4 quarters etc figure it out ;)
more than i can count! * * * * * Oh dear, someone who cannot count to the answer which is 6!
Coin or banknote: Quantity: dollars half-dollars quarters dimes nickel pennies cents dollars half-dollars quarters dimes nickels pennies cents 4 quarters equals: 4 quarters equals 1 dollar
Four quarters are .066 thick 20 nickels are 1.48 thick So your answer is 1.21 inches thicker or about 1 1/4 thicker
42 combinations.
18
There are sixteen different ways.
Either 30 nickels or 6 quarters or a lot of combinations of the two.
There are 11 ways to get $4.10 using only quarters and nickels. These combinations are: 41 quarters 8 quarters, 6 nickels 15 quarters, 2 nickels 3 quarters, 12 nickels 20 quarters, 1 nickel 35 quarters 8 quarters, 5 nickels 15 quarters, 1 nickel 5 quarters, 10 nickels 30 quarters, 1 nickel 1 quarter, 20 nickels
$3.10 could be no quarters and 62 nickels, or it could be 12 quarters and 2 nickels, or it could be eleven other different mixes. There are 13 different ways to do it with quarters and nickels.
There are 25 of them.
729
Six.
1. 3 quarters , 2 dimes , 1 nickel 2. 3 quarters , 1 dime , 3 nickels And many other combinations
12 quarters. 20 dimes= 2 dollars, and 20 nickels= 1 dollar. 3 dollars, multiplied by 4 because of the quarters, is 12 quarters
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.