Question 8 (1 point) Use the information given in the table below to compute the equivalent uniform series (A) of the cash flow series. (Take the annual variation of rates of return into account). Year Revenue i% for t=years 1 $70,000 7% for t=0 to t=1 2 $70,000 7% for t=1 to t=2 3 $35,000 9% for t=2 to t=3 4 $25,000 10% for t=3 to t=4 a) Between $50,741 and $52,812 b) Between $53,741 and $55,812 c) Between $56,741 and $58,812 d) Between $46,741 and $48,812 e) None of the above Question 9 (1 point) For the early retirement, you want to deposit $150 per quarter in a bank that pays 8% per year compounded semiannually. Assume that the bank doesn't recognize any payments done in the mid-periods, and only looks at the account balance at the end of each compounding period. If you start saving one quarter after you find a job, what is the expected value of the account at the end of 15 years? a) Between $29,557 and $30,763 b) Between $26,044 and $27,107 c) Between $16,488 and $17,161 d) Between $22,203 and $23,109 e) None of the above Question 8 (1 point) Use the information given in the table below to compute the equivalent uniform series (A) of the cash flow series. (Take the annual variation of rates of return into account). Year Revenue i% for t=years 1 $70,000 7% for t=0 to t=1 2 $70,000 7% for t=1 to t=2 3 $35,000 9% for t=2 to t=3 4 $25,000 10% for t=3 to t=4 a) Between $50,741 and $52,812 b) Between $53,741 and $55,812 c) Between $56,741 and $58,812 d) Between $46,741 and $48,812 e) None of the above Question 9 (1 point) For the early retirement, you want to deposit $150 per quarter in a bank that pays 8% per year compounded semiannually. Assume that the bank doesn't recognize any payments done in the mid-periods, and only looks at the account balance at the end of each compounding period. If you start saving one quarter after you find a job, what is the expected value of the account at the end of 15 years? a) Between $29,557 and $30,763 b) Between $26,044 and $27,107 c) Between $16,488 and $17,161 d) Between $22,203 and $23,109 e) None of the above