Question

Dan bought a desk on sale for $399. This price was 24% less than the original price.

What was the original price?

Answer 1

Dan bought the desk for $399, which was 24% less than its original price. To find the original price, calculate the sale price as 76% of the original price. By dividing $399 by 0.76, we find the original price to be $525.

Step-by-step explanation:

The student asks how to find the original price of a desk that Dan bought on sale for $399, which was 24% less than the original price. To solve this, we consider the sale price to be 76% (100% - 24%) of the original price. Therefore, the original price can be found using the following steps:

1. Let the original price be represented as 'P'.
2. The relationship between the sale price and the original price is given by: 399 = P × 0.76.
3. Solve the equation for 'P' by dividing both sides by 0.76: P = 399 / 0.76.
4. Calculate the value to get the original price: P = $525.

Therefore, the original price of the desk was $525