1. Original price: $92

Discount: 15%
What is the sale price?

2. Original price: $110
Sale price: $91.30
What is the discount?

3. Discount: 33%
Sale price: $134.00
What is the original price?

4. Cost to store: $32
Markup: 16%
What is the selling price?

Someone will be glad to check your answers.

1. $78.20

2. ?
3. $200
4. $37.12

1. $78.20 - yes

2. ?
100 (91.3/110) = 83%
100 - 83 = 17%

3. $200 - no
4. $37.12 - yes

3. 100% - 33% = 67%

a = 0.67 * 134
= 89.78?

Sorry -- but I made a mistake. Your original answer of $200 was correct.

okay thanks

:-) You're welcome.

Again -- I'm sorry.

68

1. To find the sale price, we need to calculate the amount of the discount and subtract it from the original price.

To calculate the discount amount, multiply the original price by the discount percentage (in decimal form): 92 * 0.15 = $13.80

Now subtract the discount amount from the original price: $92 - $13.80 = $78.20

Therefore, the sale price is $78.20.

2. To find the discount, we need to calculate the difference between the original price and the sale price, and then divide it by the original price.

To calculate the discount amount, subtract the sale price from the original price: $110 - $91.30 = $18.70

Now, divide the discount amount by the original price and multiply by 100 to get the discount percentage: ($18.70 / $110) * 100 = 17%

Therefore, the discount is 17%.

3. To find the original price, we need to calculate the amount of the discount and add it to the sale price.

To calculate the discount amount, multiply the sale price by the discount percentage (in decimal form): $134 * 0.33 = $44.22

Now, add the discount amount to the sale price: $134 + $44.22 = $178.22

Therefore, the original price is $178.22.

4. To find the selling price, we need to calculate the markup amount and add it to the cost to store.

To calculate the markup amount, multiply the cost to store by the markup percentage (in decimal form): $32 * 0.16 = $5.12

Now, add the markup amount to the cost to store: $32 + $5.12 = $37.12

Therefore, the selling price is $37.12.