coins quarters

What is the exact amount of each maximum coins (quarters, Nickles and dimes) to a specified value

For example, I need to at least one of each, but the maximum. In the $ 1, there are 2 quarters, 3 dimes and 4 Nickles. The sum of the parts must be combined possible. In the example above, would have used 1 more Nickles and Dimes quarter, but possible neighborhoods maximum is 2, while maximizing My dimes and Nickles. Get it? I need help with this, please. Ok guys, I do not understand … The problem is that I need to get the answer through a kind of formula, for suppose that the value is a number, for example, $ 15,348.30?

Maximize Nickels (because they have the smallest value that makes most of them to offset the value want) and use of each of 1 cent. ex. $ 1.00 = .25 + .10 + .65 1 quarts, 1 dime, 13 Nickels 15,348.30 $ = .25 + .10 + 15,347.95 1 quarter 1 cent, five cents 306,959:) Or, for a formula, subtract $ 0.35 (the value of 1 quarter and 1 nickel) of the amount, and divided by $ 0.05. The number of nickels needed, add 2 to get the total number of pieces.

U.S. coin collection p.4 Quarters