Question 4
You inherit $554,000. You can receive the $554,000 in one lump sum payment today or, alternatively, receive two amounts: $354,000 in 11 months and $220,000 in 21 months from today. If you can earn 5.7% per annum compounding monthly on your monies, what is the value of the option to receive two payments (in present day value)?
(to nearest whole dollar,; don’t use $ sign or commas)
Value of the option = 354000/(1+0.057/12)^11+220000/(1+0.057/12)^21 = | $ 5,35,181 |
Question 4 You inherit $554,000. You can receive the $554,000 in one lump sum payment today...
You are due to receive a lump-sum payment of $1,750 in three years and an additional lump-sum payment of $1,850 in five years. Assuming a discount rate of 3.0 percent interest, what would be the value of the payments today?
Question 5 Your uncle offers to sell you his vintage Rolls Royce. He suggests a payment plan where you pay just $12,000 today, $7200 in 11 months and $70,000 in exactly 21 months from today. If the interest rate is 7.3% per annum compounding monthly, what is the value of the offer (in present day dollars, rounded to the nearest dollar; don’t show $ sign or commas)?
Question 13 Your business will pay you distributions of $19,000 in 6 months and another $5,000 in 19 months. If the discount rate is 8% per annum (compounding monthly) for the first 9 months, and 11% per annum (compounding monthly) for the next 10 months, what single amount received today would be equal to the two proposed payments? (answer to nearest whole dollar; do not use $ sign or commas)
OU . PO Assume that you have a lump sum $732 that you are investing for 3 years at a nominal rate of 7%. What is the expected Future Value? (Round your answer to two decimal places and record without a dollar sign and without commas) Your Answer: Answer QUELIUI 17 10. POHLS) Assume that you deposit $3,725 into an account that pays 9 percent per annum. How much money would be in the account 18 years from today? (Round...
Rosie won the lottery today. She can receive 30 annual payments of $5,000,000 starting immediately. (So, the last installment will be received 29 years from today.) Alternatively, Rosie can opt to receive her entire winnings all at once today (a lump sum). If Rosie can invest at 6% per year, what minimum lump sum would make her choose to take her winnings at all once today?
Suppose you win a 100 million lottery and you can choose the following two payment options: 1) receive 25 equal payments of $4,000,000- one payment today and one payment at the end of each of next 24 years. 2) one time lump sum payment of $59 million. Question 1: If you can invest your proceeds and earn 6 percent, which payment option you will choose? Questions 2: At what rate of return, would you be indifferent between the lump sum...
Winning one of the big national lotteries provides a choice of how to receive the money. You can receive a much-reduced lump sum (like half or so) today, or the full amount in twenty annual payments starting today. Discuss how you can determine which financial deal is better. Also, what are the non-financial aspects to winning the lottery and how do they influence which option to take?
Jill has just won the lottery. She will receive semi-annual payments of $24,000 commencing in 6 months time and growing at 1.8% each half-year, forever. If the interest rate is 7.1% per annum compounded semi-annually, the value of this stream of cash flows today is (to the nearest whole dollar; don’t include $ sign or commas):
4. You are the beneficiary of a life insurance policy. The insurance company informs you that you have two options for receiving the insurance proceeds. You can receive a lump sum of $150,000 today or receive payments of $1,627.89 a month for 10 years. You can earn 7.5 percent on your money. Which option should you take and why?
You can choose between the following rent payments a. a lump sum of cash payment of $100,000; b. 10 annual payments of $12,000 each, the first occurring immediately. c. 120 monthly payments of $1,200 each, the first occurring immediately. Which rental payment scheme would you choose if the interest rate is 6% per year?