Make a combination that's worth one dollar where you have one of sum kind of coin, doulbe of another, double that of another, and some number of the last coin

assuming the largest coin denomintion is a quarter.

let there be n quarters,
then 2n dimes
4n nickels and
x pennies
25n + 10(2n) + 5(4n) + x = 100
65n + x = 100
x = 100 - 65n
n can only be 1, if n = 2 or more, you have a negative x
so 1 quarter, 2 dimes, 4 nickels and 35 pennies.

another solution would be:
quarters - n
nickels - 2n
dimes - 4n
pennies - x
25n + 5(2n) + 10(4n) + x = 100
75n + x = 100
again n can only be 1, and x = 25
so
1 quarter
2 nickels
4 dimes
25 pennies

you could also make up a combination of half-dollar, dimes, nickels and pennies

To find a combination of coins that adds up to one dollar using the specified conditions, let's break down the problem step by step.

Step 1: Identify the available coins
We first need to know the types of coins available for this combination. Please provide the denominations (values) of the coins you have.