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if Alex purchased a computer on sale. The original price was $1200. The sale price was 5/6 of the original price . How much did he pay for the computer?

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We will investigate how to determine a selling price of a product given at a discounted rate.

The original price ( O ) of the computer that Alex bought is:


O\text{ = \$1200}

The selling price of the computer is expressed as a fraction of the original price ( O ) as follows:


S\text{ = }(5)/(6)\cdot O

Using the above expression we will plug in the value of original price of the computer and solve for its selling price as follows:


\begin{gathered} S\text{ = }(5)/(6)\cdot1200 \\ \\ S\text{ = \$1000} \end{gathered}

Alex paid at the selling price ( S ) for the computer with a discount of ( D ) as follows:


\text{Alex paid ( S = \$1000 ) with a discount of ( D = 1200 - 1000 = \$200 )}

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