Question

Shean works two part time jobs. One at a grocery store that pays $10 an hour and the other is babysitting for $13 hour. Between the two jobs, Shean wants to earn at least $260 a week. How many hours does Shean need to work at each job to earn at least $260?

a. Let x be the number of hours he works at the grocery store and let y be the number of hours he works babysitting. Write an inequality that would model this situation

Answer 1

To model Shean's earnings from his two jobs in an inequality, we can use the equations 10x and 13y, where x represents the number of hours worked at the grocery store and y represents the number of hours worked babysitting. The inequality would be 10x + 13y ≥ 260.

Step-by-step explanation:

To write an inequality that models this situation, we can use the following information:

x = number of hours worked at the grocery store

y = number of hours worked babysitting

The salary for working at the grocery store is $10 per hour.

So, the earnings from the grocery store job would be 10x.

The salary for babysitting is $13 per hour.

So, the earnings from the babysitting job would be 13y.

Considering Shean wants to earn at least $260 a week, we can write the inequality:

10x + 13y ≥ 260