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You have two summer jobs. In the first job, you work 40 hours a week and earn $6.25 an hour. In the second job, you earn $5.50 an hour and can work as many hours as you want. If you want to earn $316 a week, how many hours must you work at your second job?

Answer :

You need to work approximately 12 hours at the second job to earn a total of $316 a week.

To determine how many hours you need to work at your second job to earn $316 in a week, we first need to calculate how much you earn from your first job and then figure out how much more you need from your second job.

  1. Calculate earnings from the first job:

You work 40 hours a week and earn $6.25 an hour.

[tex]\text{Earnings from first job} = 40 \text{ hours/week} \times $6.25 \text{/hour} = $250 \text{ per week}[/tex]

  1. Determine how much more is needed to reach the total earnings goal of $316:

[tex]\text{Amount needed from the second job} = $316 - $250 = $66[/tex]

  1. Calculate the number of hours needed at the second job to earn $66:

You earn $5.50 an hour at your second job.

[tex]\text{Hours needed at the second job} = \frac{66}{5.50} \approx 12 \text{ hours}[/tex]

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