Suppose you have a job teaching swimming lessons and get paid $8 an hour.

You also have a job as a cashier and get paid $10 an hour. If you cannot work

more than 22 hours a week, what are the number of hours you can work at

each job and still make at least $190?

Question

Mathematics

Nina Montgomery

2 March, 16:54

Suppose you have a job teaching swimming lessons and get paid $8 an hour.

You also have a job as a cashier and get paid $10 an hour. If you cannot work

more than 22 hours a week, what are the number of hours you can work at

each job and still make at least $190?

+2

Answers (2)

Know the Answer?

Denise Maldonado · Answer 1

if you are doing the swimming lessons then it will have to be 22 hours

and for the cashier you can do at least 19 hours

Step-by-step explanation:

because if you times £8 by 20 for 20 hours you only get £160

and then for the £10 you get the £200

and here i have tried 21 hours timed for the £8 and i got £160

and for the 22 hours you get £176

so basically dont do the swimming job do the cashier

Tanner · Answer 2

20hours 5 hours in swimming and 15 hours as a cashier

Suppose you have a job teaching swimming lessons and get paid $8 an hour.You also have a job as a cashier and get paid $10 an hour. If you cannot workmore than 22 hours a week, what are the number of hours you can work ateach job and still make at least $190?

Suppose you have a job teaching swimming lessons and get paid $8 an hour.

You also have a job as a cashier and get paid $10 an hour. If you cannot work

more than 22 hours a week, what are the number of hours you can work at

each job and still make at least $190?