Try Again Your answer is incorrect. At a sale this week, a desk is being sold for \( \$ 124.80 \). This is a \( 76 \% \) discount from the original pric What is the original price?

To find the original price of the desk before the discount, we can set up the equation: Let \( x \) be the original price. Since the desk is sold for 76% off, it is being sold for 24% of the original price. Thus: \[ 0.24x = 124.80 \] Now, divide both sides by 0.24: \[ x = \frac{124.80}{0.24} \] Calculating that gives the original price: \[ x = 520 \] So, the original price of the desk was \( \$520 \). --- Thinking about discounts can feel like a game! Just remember, when you're looking for the original price after a discount, you're figuring out how much of the price remains! In this case, 24% was left after a whopping 76% was cut out. In your everyday shopping, always double-check discount percentages! Misunderstanding a sale can lead to overspending. Look for the percentage left after the discount; it’s a crucial step in calculating if it’s a deal worth snatching up!