We can solve this step by step by calculating the sale prices at each stage of the markdown.

Step 1: First markdown of 25%

The original price of the suit is $130. It is marked down by 25%.

$\text{First markdown} = 130 \times 0.25 = 32.5$

So, the new sale price after the first markdown is:

$\text{Sale price after first markdown} = 130 - 32.5 = 97.5$

Step 2: Second markdown of 15% on the sale price

Now the sale price of $97.5 is further marked down by 15%.

$\text{Second markdown} = 97.5 \times 0.15 = 14.625$

So, the new sale price after the second markdown is:

$\text{Sale price after second markdown} = 97.5 - 14.625 = 82.875$

Step 3: Final markdown to 65% off the original price

Now, the suit is finally marked down to 65% off the original price of $130.

$\text{Final markdown} = 130 \times 0.65 = 84.5$

The final selling price is:

$\text{Final price} = 130 - 84.5 = 45.5$

Summary

• First sale price: $97.50
• Second sale price: $82.88
• Final selling price: $45.50

Would you like more details or further clarification on any step?

Here are 5 follow-up questions to extend this:

1. What would happen if the initial markdown was 30% instead of 25%?
2. How would the final price change if the second markdown was 20% instead of 15%?
3. What is the total percentage decrease from the original price to the final price?
4. If the original price was $200, how would the final price change after applying the same markdowns?
5. Can you calculate the total dollar amount saved after all the markdowns?

Tip: Percentages are a great way to understand discounts, and breaking them down step by step makes it easier to follow.