Jamie wants to work no more than 30 hours per week at his two part-time jobs. The first job pays him $14 per hour and the second job pays him $16 per hour. He must earn more than $250 per week to pay all of his bills. Which inequality models this situation?

A. x + y > 250; 14x + 16y ≤ 30

B. x + y < 30; 14x + 16y ≥ 250

C. x + y ≤ 30; 14x + 16y > 250

D. x + y ≥ 30; 14x + 16y < 250

Question

Coby Thornton

Mathematics

28 July, 14:12

Jamie wants to work no more than 30 hours per week at his two part-time jobs. The first job pays him $14 per hour and the second job pays him $16 per hour. He must earn more than $250 per week to pay all of his bills. Which inequality models this situation?

A. x + y > 250; 14x + 16y ≤ 30

B. x + y < 30; 14x + 16y ≥ 250

C. x + y ≤ 30; 14x + 16y > 250

D. x + y ≥ 30; 14x + 16y < 250

+5

Answers (1)

Know the Answer?

Shaylee Petty · Answer 1

D

Step-by-step explanation:

Because the problem says he needs to earn MORE than 250 dollars a week, you need to have the greater than sign without the equal to underneath it. D is the only possible answer for this question for that reason.