The beneficiary of a life insurance policy is to receive $2000 a year for 5 years, the first payment to be made at the time of the death of the injured. Find the value of the annuity at the time of death of injured, assuming the current interest rate to be 4%. Answer: $9259.8
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The beneficiary of a life insurance policy is to receive $2000 a year for 5 years, the first payment to be made at the time of the death of the injured. Find the value of the
Answer: $9259.8
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- Your uncle named you beneficiary of his life insurance policy. The insurance companygives you a choice of $100,000 today or a 12-year annuity of $12,000 at the endof each year. What rate of return is the insurance company offering? (6.11%)A death benefit on a life insurance policy can be paid in one of the following three ways: (i) A perpetuity of $250 at the end of each month (ii) $795.70 at the end of each month for n years (iii) One payment of $81,007 at the end of n years If each payment method produces the same present value for the death benefit, what is the present value of the death benefit? A. 48,300 B. 55,600 C. 61,900 D. 69,200 E. 78,500An insurer needs to make the following annuity payments to an individual: £445 paid at the end of each month during the first 15 years and then £448 paid at the end of each 4 months for the following 8 years. Assuming an effective monthly interest rate of 1.3% throughout the entire period, how much total fund the insurer needs to hold today in order to meet these payments? ( correct answer =31470.44, using formulas no tables)
- 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 $50,000 today or receive payments of $641 a month for 10 years. You can earn 6.50% on your money. What option should you take and why?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 $200,000 today or receive payments of $1,400 a month for 20 years. You can earn 6 percent on your money. Which option should you take and why?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 $400,000 today or receive payments of $16,000 a year for 15 years. You can earn 6 percent on your money. Which option should you take and why?
- a) You deposit $135.29 monthly into an account paying 8.75% for 27 years. Find the future value of the annuity. Show your work in detail.You would like to have enough money saved to receive a $90,000 per year perpetuity after retirement. The annual interest rate is 8 percent. Required: How much would you need to have saved in your retirement fund to achieve this goal? a) Assume that the perpetuity payments start on the day of your retirement. b) Assume that the perpetuity payments start one year from the date of your retirement.A life insurance company issues a whole life annuity immediate with annual payments. The annuity is issued to (65). The annuity pays 50,000 at the end of each year for the life of the annuitant with the first payment being made at age 66. You are given: A single premium is paid to purchase this annuity. Mortality follows the Illustrative Life Table with i = 0.06. Assume that the single net premium, P, is 110% of the expected present value at issue of benefits. Calculate the probability that this policy will generate a profit using P.
- If the value of the annual payment is $34,059.92, calculate the present value of a life annuity payable to a 54-year-old woman, if the rate is 4.5% per year, considering from the mortality tables that N55 = 127,744 and if D54 = 8701.9A medical doctor, 48 years old, is enrolled in a pension fund that will pay he $6,000 monthly at retirement age 60. This fixed monthly pension payout will be for a period of 25 years. The doctor requires a 6%)annual return on her investments. The present value of this annuity today is closest to: A- $462798 B. $469.858 C- $945447A policyholder wishes to annuitize the cash value of her insurance policy at retirement. She desires an annual payment of $97.8,000 per year and the cash value is expected to be $1.5 million at retirement. Approximately how many payments can she expect to receive if annuity interest rates are 5.739 percent? (Do not round intermediate calculations. Round your answer to a whole number.)