a backpack is sold for a final price of AED 76 after discount of 20%. What is the orignal price of this backpack

To find the original price of the backpack before the 20% discount, we can set up the equation using the relationship between the final price, discount, and original price.

Let the original price be \( x \).

The discount is 20%, so the backpack is sold at 80% of its original price:
\[
0.8 \times x = 76
\]

Now, solve for \( x \):
\[
x = \frac{76}{0.8} = 95
\]

Therefore, the original price of the backpack is **AED 95**.

Would you like further details or have any questions?

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Here are 5 related questions to explore:

1. If a 25% discount was applied instead of 20%, what would be the final price?
2. What would be the price of the backpack after applying a 10% VAT to the final price?
3. How much would you save if you bought a backpack originally priced at AED 95 with a 30% discount?
4. What would the original price be if the final price was AED 60 after a 20% discount?
5. How do you calculate the price of a backpack after a 15% discount?

**Tip:** When calculating percentages, it's often easier to use decimal form (e.g., 20% = 0.2) to simplify calculations.

A backpack is sold for a final price of AED 76 after a discount of 20%. What is the original price of this backpack?

Find out how to calculate the original price of a backpack sold for AED 76 after a 20% discount. Learn step-by-step how to use percentages and basic algebra to solve this real-world math problem. Suitable for Grades 6-8.

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