Patricia wants to buy a new red dress. She found the dress at three different stores for a price of $65. The stores are each having a sale. Store R is offering 15% off the price of the dress.Store S is offering a $10 off coupon for the dress.Store T is offering a 1/4 discount off the price of the dress.Which statement about the sale price of the dress is true?

To answer this question, we need to calculate the sale price of the dress at each store.

1. Store R: They are offering a 15% discount. To calculate this, we multiply the original price by the discount rate (65 * 0.15 = 9.75). We then subtract this amount from the original price (65 - 9.75 = $55.25). So, the dress at Store R would cost$55.25.

2. Store S: They are offering a $10 off coupon. To calculate this, we simply subtract the coupon value from the original price (65 - 10 =$55). So, the dress at Store S would cost $55.

3. Store T: They are offering a 1/4 discount. To calculate this, we multiply the original price by the discount rate (65 * 0.25 = 16.25). We then subtract this amount from the original price (65 - 16.25 = $48.75). So, the dress at Store T would cost$48.75.

From these calculations, we can see that the dress is cheapest at Store T.