QUESTION IMAGE
Question
- a chair sold for $267.05. this was after a 25% discount. what was the original price before the sale?
Step1: Let original price be $x$.
The price after a 25% discount is $(1 - 0.25)x=0.75x$.
Step2: Set up the equation.
We know that $0.75x = 267.05$.
Step3: Solve for $x$.
$x=\frac{267.05}{0.75}=\frac{26705}{75}=\frac{10682}{30}=\frac{5341}{15}\approx356.07$.
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$356.07$