SOLUTION: i need help.
write a system of equations.
an errand boy went to deposit some bills for his employer. some were one-dollar bills and the rest were five-dollar bills. the tota
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-> SOLUTION: i need help.
write a system of equations.
an errand boy went to deposit some bills for his employer. some were one-dollar bills and the rest were five-dollar bills. the tota
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Question 458162: i need help.
write a system of equations.
an errand boy went to deposit some bills for his employer. some were one-dollar bills and the rest were five-dollar bills. the total value of the bills was $86 and the number of bills was 38. Find the number of each kind of bill. Answer by htmentor(1343) (Show Source):
You can put this solution on YOUR website! an errand boy went to deposit some bills for his employer. some were one-dollar bills and the rest were five-dollar bills. the total value of the bills was $86 and the number of bills was 38. Find the number of each kind of bill.
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Let x = the number of five-dollar bills
Since the total number of bills is 38, the number of one-dollar bills will be 38-x
Then we can write the following equation for the total $ amount:
1*(38-x) + 5x = 86
Solve for x:
38 - x + 5x = 86
4x = 48
x = 12
Therefore, the number of 5-dollar bills is 12
And the number of 1-dollar bills is 38-12 = 26
