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Cameron loves books. He buys most of his used books from a small second-hand bookstore downtown. The store sells fiction books for $0.75 each and non-fiction books for $1.50. Today he spent $12.00 on books on 10 books.
Write a system of equations to model this situation and define your variables.
Solve your system using elimination.
 Jan 23, 2014
 #1
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The store sells fiction books for $0.75 each and non-fiction books for $1.50. Today he spent $12.00 on books on 10 books.

So let x = the number of fiction books,
and let y = the number of nonfiction books.

Since there are two variables, you need two equations:
one for the cost, and one for the number of books.

cost:
0.75x + 1.5y = 12

and number:
x + y = 10

Using elimination, try to get rid of one of the variables by adding/subtracting the equations.
You can try to eliminate y by first multiplying the 1st equation by 2 and the 2nd equation by 3, then subtracting them:)
 Jan 23, 2014
 #2
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Thank you very much Kitty<3 that helped a lot.
 Jan 23, 2014
 #3
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You're very welcome. It gets easier as you do more of these problems:)
 Jan 24, 2014

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