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the future, but your best guess is that your salary will grow at 5 percent per year until you retire in 4 5 years. As

the future, but your best guess is that your salary will grow at 5 percent per year until you retire in 45 years.
As a law student, you will be paying $20,000 per year tuition for each of the 3 years you are in graduate school. However, you can then expect a job with a starting salary of $70,000 per year. Moreover, you expect your salary to grow by 8 percent per year until you retire 38 years later.
Clearly, your total expected lifetime salary will be higher if you become a lawyer. However, the additional future salary is not free. You will be paying $20,000 in tuition at the beginning of each of the 3 years of law school. In addition, you will be giving up a little more than $141,000 in lost income over the 3 years of law school: $45,000 the first year, $47,250 the second year, and $49,613 the third year.
a. To start your analysis of whether to go to law school, calculate the present value of the futare earnings that you will realize by going directly to work, assume a discount rate of 6 percent.
b. What is the present value today of your future earnings if you decide to attend law school, assuming a discount rate of 6 percent? Remember that you will be in law school for 3 years before you start to work as a lawyer. (Hint. assume that you are paid at the end of each year, so that your first salary payment if you decide to go to law school occurs 4 years from now.)
c. If you pay your law school tuition at the beginning of each year, what is the present value of your tuition, assuming a discount rate of 6 nercent?
a. What is the present value of the future earnings that you will realize by going directly to work, assuming a discount rate of 6 percent?
$ (Round to the nearest cent.)
b. What is the present value today of your future earnings if you decide to attend law school, assuming a discount rate of 6 percent?
$ (Round to the nearest cent.)
c. If you pay your law school tuition at the beginning of each year, what is the present value of your tuition, assuming a discount rate of 6 percent?
$ (Round to the nearest cent.)
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