A dress is marked at $250 and has a discount of 15% followed by another discount

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Question: A dress is marked at $250 and has a discount of 15% followed by another discount of 10%. What is the final price?

Options:

Correct Answer: $212.50

Solution:

First discount: 250 - (15/100 * 250) = 250 - 37.5 = $212.5. Second discount: 212.5 - (10/100 * 212.5) = 212.5 - 21.25 = $191.25.

A dress is marked at $250 and has a discount of 15% followed by another discount of 10%. What is the final price?

A dress is marked at $250 and has a discount of 15% followed by another discount of 10%. What is the final price?

Step 1: Start with the original price of the dress, which is $250.
Step 2: Calculate the first discount of 15%. To do this, multiply 250 by 15/100. This gives you 37.5.
Step 3: Subtract the first discount from the original price. So, 250 - 37.5 equals $212.5.
Step 4: Now, take the new price of $212.5 and calculate the second discount of 10%. Multiply 212.5 by 10/100. This gives you 21.25.
Step 5: Subtract the second discount from the new price. So, 212.5 - 21.25 equals $191.25.
Step 6: The final price of the dress after both discounts is $191.25.

Percentage Calculation – Understanding how to calculate percentages and apply them sequentially to a price.
Sequential Discounts – Applying multiple discounts in succession rather than a single discount on the original price.