You are given: - Premiums are calculated using the equivalence principle. - Mortality follows the Illustrative Life Table. - i = 0.06 Calculate the annual benefit premium for a 30-year fully discrete term insurance on (35) with 15 annual premium payments having a level death benefit of 1000.
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You are given:
- Premiums are calculated using the equivalence principle.
- Mortality follows the Illustrative Life Table.
- i = 0.06
Calculate the annual benefit premium for a 30-year fully discrete term insurance on (35) with 15 annual premium payments having a level death benefit of 1000.
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- A fully discrete life insurance policy is issued to (30). The death benefit is 1000 plus the benefit reserve at the end of the year of death. The net level premium is 150, and the reserve at the end of the second policy year is 117.875. Given that q30 = q31 = .1, determine the effective interest rate i.You are given the following information about a person aged exactly x: = : 0.03, 9x+1 = 0.04, 9x+2 = 0.05 9x A Term Life Insurance contract with death benefit of 50,000 is set on this life, with a coverage period of n = 3 years. What is the Expected Present Value of the death benefit, if the annual effective interest rate is 8%? [As usual, a benefit is paid at the end of the year of death, if death occurs within the coverage period.] Select one: a. 5292.2 b. 5088.1 C. 6010.5 d. 4704.4 e. 4900.2Which of the following is the correct calculation of insurance premium? a. (Premium/1,000) x table rate b. (Face value/1,000) x table rate c. (1000/Face value) x table rate d. (Table rate/1,000) x Face value
- For a fully discrete whole life insurance of 100,000 on (45): (i) whole life annuity on 45, a45 = 14.85 (ii)i= 0.06 Calculate the annual net premium.Suppose we regress individuals' health insurance coverage status on yearly earnings (unit: $1,000), we get P = 0.10 + 0.009 • X, where Y is a dummy equal to 1 if the person is covered by health insurance and 0 otherwise. X is yearly earning. Assume that the average health insurance coverage rate among the studied sample is 0.2. a. What is the percentage point increase in health insurance coverage rate if yearly earning increases by $2,000? b. what is the percentage increase (relative to sample mean) in health insurance coverage %3D rate if yearly earning increases by $2,000?Find the following: (Round your answer to the nearest cent.) Face Value Age and Sex of Insured Type of Insurance Annual Premium $26,000 37F Straight Life
- 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.7. A net premium of $41 payable for life will provide (x) with either $5,000 n-year term insurance followed by $1,000 whole life insurance after age x + n, or $3,000 n-year term insurance followed by $2,000 whole life insurance after age x + n. What is 1000 · Px ? A) 17.37 B) 17.47 C) 17.57 D) 17.67 E) 17.77An survival model is given by the survival function S₁(x) = e Suppose a whole life insurance policy with a benefit of $118250 payable immediately at the time of death of the insured life has a continuously compound interest rate 8 -0.026. (a) What is the present value for the benefit if the policy is purchased at age 42? EPV = $ a= 0.0008 (b) What is the standard deviation of the present value of this insurance benefit if the policy is purchased at age 42? Note: Round your answer to two decimal places.
- Calculate the annual premium for the following policy. (Use Table 20.1.) Amount of coverage (face value of policy) Age and sex of insured Type of insurance policy Annual premium $200,000 42 (M) 20-payment lifeA 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. 78,500Give typing answer with explanation and conclusion With this type of cash value life insurance policy, the mortality charges for each year, the administrative charges, and the interest rate that you will receive are all set at the time that the policy is written: A. Whole life B. Universal life C. Variable life D. Variable universal life