You could have a part-time job (20 hours per week) that pays $15 per hour, or you could have a full-time job (40 hours per week) that pays $12 per hour. Because of the extra free time, you will spend $150 per week more on entertainment with the part-time job than with the full-time job. After accounting for the extra entertainment expense, how much more is your weekly cash flow with the full-time job than with the part-time job? (Neglect taxes and other expenses.) Show your work.
Mathematics · College · Mon Jan 18 2021
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Given the statement:
You could have a part-time job (20 hours per week) that pays $15 per hour, or you could have a full-time job (40 hours per week) that pays $12 per hour. Because of the extra free time, you will spend $150 per week more on entertainment with the part-time job than with the full-time job.
Determine how much more is your weekly cash flow with the full-time job than with the part-time job.
Solution:
Solve for the total amount earned by from the part-time job and the full-time job separately.
Part-time job
= $15 (20)
= $300
Full time job
= $12(40)
= $480
Since it is stated that $150 dollars is spent to entertainment coming from the part-time job, we simply then subtract $150 to $300.
= $300 - $150
= $150
Now to determine the cashflow difference of the part-time job and the full-time job, we simply subtract $150 to $480
= $480 - $150
=$230
Final answer:
The cash flow for the full-time job is $230 more than the part-time job.