Let the number of nickels, dimes and quarters be n, d, q respectively. Then
n +d + q = 30
5n + 10d + 25q = 550
But d = 2n, so:
n + 2n + q = 30
=> 3n + q = 30
5n + 10(2n) + 25q = 550
=> 25n + 25q = 550
=> n + q = 22
Which gives two simultaneous equations to solve, resulting in:
n = 4, q = 18
So there are 18 quarters (plus 4 nickels and 8 dimes).
25 quarters, 20 nickels.
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
7 quarters = 1.7511 nickels = 0.551.75 + 0.55 = 2.30
8 quarters and 16 nickels
5 quarters * 5 nickels/quarter = 5 * 5 nickels = 25 nickels
7 quarters 2 dimes 4 nickels
Ten (10) nickels and Three (3) quarters.
25 quarters, 20 nickels.
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
Peggy had three times as many quarters as nickels. She had $1.60 in all. How many nickels and how many quarters did she have?
7 quarters and 11 nickles
how many quarters are in 40 nickels
7 quarters = 1.7511 nickels = 0.551.75 + 0.55 = 2.30
8 quarters and 16 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.
5 quarters * 5 nickels/quarter = 5 * 5 nickels = 25 nickels
19 quarters and 4 nickels.