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A coin bank has 250 coins, dimes and quarters, worth $39.25. How many of each type of coin are there?
asked
Mar 17, 2018
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A coin bank has 250 coins, dimes and quarters, worth $39.25. How many of each type of coin are there?
Mathematics
middle-school
Thebenedict
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Answer:
Dimes=155
Quarter=95
Explanation:
i just had the same problem
Baktaawar
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Mar 19, 2018
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Baktaawar
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d=number of dimes
q=number of quarters
total is 250 coins so one equation is
d+q=250
dimes are worth 10 cents
quarters are worth 25 cents
I will count cents not dolars
total is 3925 cents
10d+25q=3925
we have
d+q=250
and
10d+25q=3925
multiply first equation by -10 and add to 2nd
-10d-10q=-2500
10d+25q=3925 +
0d+15q=1425
15q=1425
divide both sides by 15
q=95
sub back
d+q=250
d+95=250
d=155
155 dimes
95 quarters
Foho
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Mar 21, 2018
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Foho
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