You can work at most 11 hours next week. you need to earn at least $60 to cover your weekly expenses. your dog-walking job pays $9 per hour and your job as a car wash attendant pays $6 per hour. let d = the # of hours you walk dogs and c = the # of hours you wash cars.

write a system of linear inequalities representing the situation and identify 2 solutions to the system.

2 possible solutions are c = 7, d = 3 and c = 8, d = 2

Step-by-step explanation:

Let d be the number of hours you walk dogs and c be the number of hours you wash cars. Note that

1. You can work at most 11 hours next week, so

2. Your dog-walking job pays $9 per hour, so for d hours you will earn $9d. Your job as a car wash attendant pays $6 per hour, then for c hours you will be paid $6c. In total, you will earn $(9d+6c) that must be at least $60.

So,

3. You get following system of inequalities:

The diagram shows the solution set to the system of these inequalities.

2 possible solutions are c = 7, d = 3 and c = 8, d = 2

70

step-by-step explanation:

2*5=10

4*15=60

60+10=

70