To find the number of quarters and dimes in $9.25, we can use the fact that quarters are worth $0.25 and dimes are worth $0.10. If we let ( q ) represent the number of quarters and ( d ) represent the number of dimes, we can set up the equation: ( 0.25q + 0.10d = 9.25 ). However, without additional information about the specific numbers of quarters and dimes, there are multiple combinations that can satisfy this equation. For example, if there are 30 quarters ($7.50) and 17 dimes ($1.70), that would total $9.25.
10 dimes 5 quarters
130 quarters are in 325 dimes
Ten dimes is equal to four quarters.
195 dimes. 78 quarters.
There are 39 combinations of dimes and quarters that will total 19.75 from 1 quarter and 195 dimes to 77 quarters and 5 dimes.
10 dimes 5 quarters
15 quarters, 3 dimes
130 quarters are in 325 dimes
He has 18 quarters (for $4.50)...........and 10 dimes ($1.00)
Ten dimes is equal to four quarters.
195 dimes. 78 quarters.
4 quarters and 4 dimes is $1.40
There are 39 combinations of dimes and quarters that will total 19.75 from 1 quarter and 195 dimes to 77 quarters and 5 dimes.
Mula has 16 dimes and 11 quarters.
1 quarter and 21 dimes or 3 quarters and 16 dimes or 5 quarters and 11 dimes or 7 quarters and 6 dimes or 9 quarters and 1 dime
Chen has 8 nickels, 2 dimes, and 6 quarters.
4 quarters=10 dimes x quarters=85 dimes quarter=10/4 dimes x (10/4 dimes) = 85 dimes x= 85 dimes/(10/4 dimes) x=34 Answer: 34 quarters