# sarah went to secondhand store and bought 2lps and 4 books for \$109.94 . Adam bought 3 LPs and 2 books for \$84.95 . if all LPs are the same price, and all books are the same price, how much is a single LP and how much is a single book?

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sarah went to secondhand store and bought 2lps and 4 books for \$109.94 . Adam bought 3 LPs and 2 books for \$84.95 . if all LPs are the same price, and all books are the same price, how much is a single LP and how much is a single book?

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Step 1

Let’s price of one lps and one book be \$x and \$y respectively and total price of 2 Lps and 4 books bought by Sarah is \$109.94 and price of 3 lps and 2 books bought by Adam is \$84.95.then

Step 2

This system of equations can be solved by using matrix equation AX=B

Step 3

Convert the augmented matrix [A I] to [I C] where C=A-1 after that...

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