SOLUTION: Jocelyn has a jar of 54 coins consisting of dimes and quarters. If she has a total of $9.60, how many dimes does she have? I have tried to draw it out and set it to 960 but i am

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Question 829150: Jocelyn has a jar of 54 coins consisting of dimes and quarters. If she has a total of $9.60, how many dimes does she have?
I have tried to draw it out and set it to 960 but i am just confused

Found 2 solutions by HELPPPP!!!!!, MathTherapy:
Answer by HELPPPP!!!!!(1) About Me  (Show Source):
You can put this solution on YOUR website!
110 dimes why because 6+5 = 11 so 110 but if you do 11 add a zero to the end dimes cause it 60 - 50 which would give you 110 so the answer is 110

Answer by MathTherapy(10555) About Me  (Show Source):
You can put this solution on YOUR website!
Jocelyn has a jar of 54 coins consisting of dimes and quarters. If she has a total of $9.60, how many dimes does she have?
I have tried to draw it out and set it to 960 but i am just confused

Let number of dimes and quarters be D, and Q, respectively
Then we get the following:
Number-of-coins equation: D + Q = 54 -------- eq (i)
Value-of-all-coins equation: .1D + .25Q = 9.6 ------ eq (ii)
- .25D - .25Q = - 13.5 ------ Multiplying eq (i) by - .25 ---- eq (iii)
- .15D = - 3.9 ------ Adding eqs (iii) & (ii)
D, or number of dimes = %28-+3.9%29%2F-+.15, or highlight_green%2826%29
**I don't mind working with decimals at all. But, if you DO NOT like working with decimals, you could
also convert eq (ii) to integers by multiplying entire equation by 20, and then eq (i) by 2, and then
subtract either equation from the other.
You also could've solved eq (i) for either D or Q and substitute that value into eq (ii), and solve for
the variable, D or Q. Then solve for the other variable.
You can do the check!!
Send comments, “thank-yous,” and inquiries to “D” at MathMadEzy@aol.com.
Further help is available, online or in-person, for a fee, obviously.

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