A desk is on sale for \( 68 \% \) off. The sale price is \( \$ 243.20 \). What is the regular price?

To find the regular price, you can set up the equation based on the sale price being \( 68 \% \) off. If the regular price is \( x \), then the sale price can be expressed as \( x - 0.68x = 0.32x \). Given that the sale price is \( \$ 243.20 \), you can set up the equation: \[ 0.32x = 243.20 \] Now, solve for \( x \): \[ x = \frac{243.20}{0.32} \] \[ x = 760 \] So, the regular price of the desk is \( \$ 760 \). Never underestimate the power of percentages! Understanding discounts can help you save money when shopping. Regularly calculating discounts can make you a savvy shopper, giving you the edge in finding the best deals. When working with percentages, a common mistake is thinking the sale price is directly the percentage off the regular price. Always remember to calculate based on what remains after the discount, which can often lead to clearer understanding of actual savings!