Store a has a promotion if you Bryce three shirts you get 25% off the total price of the three shirts store be has the same shirts on sale with a promotion that if you buy three shirts you get the third shirt on a 50% discount store see has the same shirts on sale with a temper cent discount assuming the three stores have the shirts price legally before any promotion or sale and assuming you want to buy three shirts which stores promotion or sale gives you the better deal?

Question

Store a has a promotion if you Bryce three shirts you get 25% off the total price of the three shirts store be has the same shirts on sale with a promotion that if you buy three shirts you get the third shirt on a 50% discount store see has the same shirts on sale with a temper cent discount assuming the three stores have the shirts price legally before any promotion or sale and assuming you want to buy three shirts which stores promotion or sale gives you the better deal?

Answer 1

To determine which store offers the better deal, we need to compare the discounts provided by each store and calculate the final price.

Store A:
Promotion: Buy 3 shirts, get a 25% discount on the total price of the three shirts.

Store B:
Promotion: Buy 3 shirts, get a 50% discount on the third shirt.

Store C:
Promotion: Buy 3 shirts, get a 10% discount.

Let's assume the original price of each shirt is $X.

Store A:
You buy 3 shirts, and the total price is 3 * $X = $3X.
With a 25% discount, you will save 25% of $3X, which is (0.25 * $3X) = $0.75X.
So, the final price after the discount is $3X - $0.75X = $2.25X.

Store B:
You buy 3 shirts, and the original price of each shirt is $X.
With a 50% discount on the third shirt, you save 50% of $X, which is (0.50 * $X) = $0.50X.
So, the final price after the discount is $3X - $0.50X = $2.50X.

Store C:
You buy 3 shirts, and the original price of each shirt is $X.
With a 10% discount, you save 10% of $X, which is (0.10 * $X) = $0.10X.
So, the final price after the discount is $3X - $0.10X = $2.90X.

Comparing the final prices:
- Store A: Final price = $2.25X.
- Store B: Final price = $2.50X.
- Store C: Final price = $2.90X.

Based on the calculations, Store A offers the best deal with a final price of $2.25X after the discount.

Answer 2

To determine which store's promotion or sale gives you the better deal, let's compare the discounts offered by each store:

Store A:
- Discount: 25% off the total price of three shirts

Store B:
- Discount: 50% off the third shirt when you buy three shirts

Store C:
- Discount: 10% off the total price of three shirts

To find out which promotion gives you the better deal, let's calculate the final prices for all three stores:

Store A:
If the price of one shirt is denoted as "P," then the total price of three shirts before the discount is 3P. With a 25% discount, the final price will be 75% of 3P, which is (0.75 * 3P) = 2.25P.

Store B:
If the price of one shirt is "P," then the total price of three shirts before the discount is 3P. With a 50% discount on the third shirt, the final price will be P + P + 0.5P = 2.5P.

Store C:
If the price of one shirt is "P," then the total price of three shirts before the discount is 3P. With a 10% discount, the final price will be 90% of 3P, which is (0.9 * 3P) = 2.7P.

Comparing the final prices:
- Store A: 2.25P
- Store B: 2.5P
- Store C: 2.7P

Based on the calculations, Store A offers the best deal with a final price of 2.25P after the 25% discount.

Answer 3

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