Martha has two jobs. One pays $15 per hour, and she works at that job 10 hours per week. The other job pays $13 per hour, and she works at that job 30 hours per week. How much money does she make per year? Martha’s yearly income is $_____

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Cxlver Cxlver · Answer 1 · 2019-08-21T10:55:42+02:00

Answer:

28 080$

Step-by-step explanation:

One year - 52 weeks.

First job - 15$/h - 10h/w => Income = 15$/h * 10h/w * 52w = 7800$

Second job - 13$/h - 30 h/w => Income = 13$/h * 30h/w * 52w = 20 280$

Total income 7800$ + 20 280$ = 28 080$

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HafsaM HafsaM · Answer 2 · 2022-07-20T18:05:13+02:00

Martha’s yearly income is $28080.

Multiplication is an operation that represents the basic idea of repeated addition of the same number.

According to the question

Martha has two jobs.

One pays $15 per hour, and she works at that job 10 hours per week.

The other job pays $13 per hour, and she works at that job 30 hours per week.

In one year there are 52 weeks.

First job ⇒ $15 per hour ⇒ 10 h/w

By using multiplication operation , we can get first job income

First job income= [tex]15 \times 10 \times 52[/tex] = $7800

Second job ⇒ $13 per hour ⇒ 30 h/w

By using multiplication operation , we can get second job income

Second job income= [tex]13 \times 30 \times 52[/tex] = $20280

Total income = $7800 + $20280 = $28080

Martha’s yearly income is $28080.

Find out more information about multiplication here

https://brainly.com/question/5992872

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