A store has a $179.99 item on sale for 25% off, plus an additional 20% off. What is the sale price you would pay on this item?

.80 * .75 * 179.99

A store has a $179.99 item on sale for 25% off. What is the discount on this item?

To calculate the final sale price, we need to apply the discounts one by one.

Step 1: Apply the first discount of 25%
To find the price after the first discount, multiply the original price by 1 minus the discount percentage:
$179.99 * (1 - 0.25) = $134.99

Step 2: Apply the second discount of 20%
To find the price after the second discount, multiply the price after the first discount by 1 minus the second discount percentage:
$134.99 * (1 - 0.20) = $107.99

Therefore, the final sale price you would pay for this item with both discounts is $107.99.

To determine the sale price of an item that has two discount percentages, you need to calculate the total discount and apply it to the original price. Here's how you can get the answer to your question:

Step 1: Calculate the first discount:
The item is on sale for 25% off. To find the amount of the discount, multiply the original price by the discount percentage converted to a decimal:
25% out of 100% is 0.25.
Discount = 0.25 * $179.99

Step 2: Calculate the reduced price after the first discount:
Subtract the discount from the original price to get the new price after the first discount was applied:
Reduced price after first discount = $179.99 - (discount)

Step 3: Calculate the second discount:
The reduced price from the first discount is now discounted by an additional 20%. Again, convert the percentage to a decimal and multiply it by the reduced price:
20% out of 100% is 0.20.
Second discount = 0.20 * (reduced price after first discount)

Step 4: Calculate the final sale price:
Subtract the second discount from the reduced price after the first discount to find the final sale price:
Sale price = Reduced price after first discount - (second discount)

By following this process and performing the necessary calculations, you will determine the sale price you would pay for the $179.99 item.