You have been offered two different jobs for the upcoming summer. Since both are full-time positions, you must choose to work only one of the jobs. The first job is in an office. The pay will be $320 per week. The office is located 20 miles from your home, so you estimate that you will spend $25 per week on gas. You will also have to pay $25 per week for parking. Because you are required to dress professionally, you will need to purchase some new clothes. You estimate that you will spend $350 on new clothes for this job during the summer. The second job is at an amusement park. The pay will be $220 per week. The amusement park is also 20 miles from your home, but you can carpool with a friend. Your share of the gas will be $12.50 per week. There is no charge for parking. The amusement park will furnish you with a uniform, so you won't need to buy any special clothes. Assuming that your summer break will allow you to work 12 weeks, which job will provide you with more money? Please perform a 3-column Differential Analysis to answer this question. Please show the calculations that support your conclusion.
You have been offered two different jobs for the upcoming summer. Since both are full-time positions, you must choose to work only one of the jobs.
The first job is in an office. The pay will be $320 per week. The office is located 20 miles from your home, so you estimate that you will spend $25 per week on gas. You will also have to pay $25 per week for parking. Because you are required to dress professionally, you will need to purchase some new clothes. You estimate that you will spend $350 on new clothes for this job during the summer.
The second job is at an amusement park. The pay will be $220 per week. The amusement park is also 20 miles from your home, but you can carpool with a friend. Your share of the gas will be $12.50 per week. There is no charge for parking. The amusement park will furnish you with a uniform, so you won't need to buy any special clothes.
Assuming that your summer break will allow you to work 12 weeks, which job will provide you with more money? Please perform a 3-column Differential Analysis to answer this question. Please show the calculations that support your conclusion.
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