
A pair of jeans is 
30
%
30% off the original price. The sale results in a 
$
24
$24 discount. 


A pair of jeans is 30% 30% off the original price. The sale results in a $24 $24 discount. 

To find the original price of the jeans, we can use the information provided:

- The discount is 30% of the original price.
- The discount amount is $24.

Let the original price of the jeans be $ x $.

The equation based on the discount percentage is:
\[
0.30 \times x = 24
\]

To solve for $ x $, divide both sides of the equation by 0.30:
\[
x = \frac{24}{0.30} = 80
\]

So, the original price of the jeans is **$80**.

Would you like more details or have any questions?

Here are some related questions to explore:

1. What would the final price of the jeans be after the discount?
2. If the discount was 25% instead of 30%, what would the new discount amount be?
3. What would be the original price if the discount was $30 instead of $24?
4. How would a 10% sales tax affect the final price after the discount?
5. How can you calculate the percentage discount if only the original and sale price are given?

**Tip:** When working with percentages, remember that converting them to decimals (like 30% = 0.30) makes calculations easier.

A pair of jeans is 30% off the original price. The sale results in a $24 discount.

Discover how to calculate the original price of a pair of jeans that are 30% off, resulting in a $24 discount. This step-by-step guide explains the formula for calculating the original price using percentages, suitable for students in Grades 6-8.

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