David bought a shirt for $14.50 and a pair of pants for $21.50. David had a coupon for 33% off the pair of pants. Which expression can David use to calculate the total price of his purchase?

A. (14.50 + 21.50) (0.33). C. 14.50 + (21.50) (0.33)

B. (14.50 + 21.50) (0.67). D. 14.50 + (21.50) (0.67)

Question

Conor Bender

Mathematics

14 January, 11:58

David bought a shirt for $14.50 and a pair of pants for $21.50. David had a coupon for 33% off the pair of pants. Which expression can David use to calculate the total price of his purchase?

A. (14.50 + 21.50) (0.33). C. 14.50 + (21.50) (0.33)

B. (14.50 + 21.50) (0.67). D. 14.50 + (21.50) (0.67)

+4

Answers (2)

Know the Answer?

Bennett King · Answer 1

D. 14.50 + (21.50) (0.67)

Step-by-step explanation:

A and B are automatically eliminated because 14.50 has to be added on. Since you are taking 33% off, you have to multiply 21.50 by 67 because that is how much you ARE paying.

Jamir Lynch · Answer 2

D. 14.50 + (21.50) (0.67)

Step-by-step explanation:

Multiply the cost of the pants by the percent discount and add it to the cost of the shirt.

David bought a shirt for $14.50 and a pair of pants for $21.50. David had a coupon for 33% off the pair of pants. Which expression can David use to calculate the total price of his purchase?A. (14.50 + 21.50) (0.33). C. 14.50 + (21.50) (0.33)B. (14.50 + 21.50) (0.67). D. 14.50 + (21.50) (0.67)

David bought a shirt for $14.50 and a pair of pants for $21.50. David had a coupon for 33% off the pair of pants. Which expression can David use to calculate the total price of his purchase?

A. (14.50 + 21.50) (0.33). C. 14.50 + (21.50) (0.33)

B. (14.50 + 21.50) (0.67). D. 14.50 + (21.50) (0.67)