SOLUTION: A jar of quarters and nickels contains $1.25. There are 13 coins in all. How many of each are there? How do I solve this problem using algebra?

Algebra.Com
Question 119636: A jar of quarters and nickels contains $1.25. There are 13 coins in all. How many of each are there? How do I solve this problem using algebra?
Answer by benbjlin(6)   (Show Source): You can put this solution on YOUR website!
You can set up the problem as follows:
1.25 = A*(.50) + B*(.25) + C*(.10) + D*(.05) + E*(.01)
AND
13 = A + B + C + D + E

RELATED QUESTIONS

a jar of quarters and nickels contains $1.25. there are 13 coins in all how many of each... (answered by checkley77)
a jar of quarters and nickels contains $1.25. there are 103 coins in all how many of each (answered by checkley77)
A jar of quarters and nickels contain 1.25. There are 13 coins in all. How many of each... (answered by mananth)
A jar of dimes and quarters contains $1.25. There are 13 coins in all. How many of each... (answered by chriswen)
a jar of dimes and quarters contains $15.25. there are 103 coins in all. how many of each (answered by rapaljer)
A jar of dimes and quarters contains $15.25. There are 103 coins in all. How many of... (answered by Mathtut)
A jar contains quarters and nickels. There are 25 coins in the jar, and the total value... (answered by Edwin McCravy,vannac,greta_elisif)
A jar contains 78 coins consisting of nickels and quarters. All together it equals 12.10. (answered by ReadingBoosters)
We have a jar of coins, all nickels and quarters. All together, we have 158 coins, and... (answered by ikleyn)