Multiple Choice
Assume that you are graduating,that you plan to work for 4 years,and then to go to law school for 3 years.Right now,going to law school would require $17,000 per year (for tuition,books,living expenses,etc. ) ,but you expect this cost to rise by 8 percent per year in all future years.You now have $25,000 invested in an investment account which pays a simple annual rate of 9 percent,quarterly compounding,and you expect that rate of return to continue into the future.You want to maintain the same standard of living while in law school that $17,000 per year would currently provide.You plan to save and to make 4 equal payments (deposits) which will be added to your account at the end of each of the next 4 years;these new deposits will earn the same rate as your investment account currently earns.How large must each of the 4 payments be in order to permit you to make 3 withdrawals,at the beginning of each of your 3 years in law school? (Note: (1) The first payment is made a year from today and the last payment 4 years from today, (2) the first withdrawal is made 4 years from today,and (3) the withdrawals will not be of a constant amount. )
A) $13,242.67
B) $6,562.13
C) $10,440.00
D) $7,153.56
E) $14,922.85
Correct Answer:

Verified
Correct Answer:
Verified
Q24: Union Atlantic Corporation,which has a required rate
Q25: We can think of inflation occurring over
Q26: You just graduated,and you plan to work
Q27: As the winning contestant in a television
Q28: Assume that you just had a child,and
Q30: Assume you are to receive a 20-year
Q31: A bank pays a quoted annual (simple)interest
Q32: You expect to receive $1,000 at the
Q33: The _ involves comparing the actual results
Q34: The present value (t = 0)of the