1 / 18

Today’s Lecture - #18 Life Insurance Cost Comparisons

Today’s Lecture - #18 Life Insurance Cost Comparisons. Types of Cost Comparisons Uses of Cost Comparisons. Life Insurance Cost Comparisons. Traditional Net Cost Interest-Adjusted Net Cost Methods Surrender Cost Index Net Payment Cost Index Equivalent Level Annual Dividend

allenterry
Download Presentation

Today’s Lecture - #18 Life Insurance Cost Comparisons

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. Today’s Lecture - #18Life Insurance Cost Comparisons Types of Cost Comparisons Uses of Cost Comparisons

  2. Life Insurance Cost Comparisons Traditional Net Cost Interest-Adjusted Net Cost Methods Surrender Cost Index Net Payment Cost Index Equivalent Level Annual Dividend Yearly Rate of Return Method

  3. Traditional Net Cost Premiums Paid - Dividends - Cash Value at the End of the Period = Net Cost Traditional Net Cost Index = Net Cost____________ # Years x # $1,000 Policy Face

  4. Traditional Net Cost Index -Example $100,000 Whole Life Policy $1,000 Annual Premiums $6,000 Projected Dividends over 20 Years $22,000 Cash Value at end of 20 Years

  5. Traditional Net Cost Index -Example Traditional Net Cost Index = (20x1,000)-6,000-22,000 20x100 = -4.00 The insurer gives you $4.00 each year for every $1000 of life insurance coverage you buy.

  6. Cost Comparison Question 1 What is wrong with the Traditional Net Cost Index that it can show a negative cost? A) Life insurance can be very inexpensive B) The values used must have been unrealistic C) The calculation was done incorrectly D) It ignores the time value of money E) A negative cost index indicates the customer is paying a positive premium

  7. Interest Adjusted Surrender Cost Index Accumulated Value of Premiums at Interest - Accumulated Value of Dividends at Interest - Cash Value at End of Period = Total Interest Adjusted Cost Surrender Cost Index = Total Interest Adjusted Cost Annuity Due Factor x # $1000 Policy Face

  8. Interest Adjusted Surrender Cost IndexExample Same Policy Assume 8% Interest Rate (i) Accumulated Value of Dividends = $10,000 Annuity Due Factor for n years (1+i)(n+1) - (1+i) i (1.08) 21 - (1.08) = 49.423 .08

  9. Interest Adjusted Surrender Cost IndexExample (1000 x 49.423) - 10,000 - 22,000 49.423 x 100 = $3.53 Based on an 8% interest rate, if you held the policy for 20 years and then surrendered it, it would cost $3.53 per $1000 each year.

  10. Interest Adjusted Net Payment Cost Index Accumulated Value of Premiums at Interest - Accumulated Value of Dividends at Interest = Total Interest Adjusted Net Payments Net Payments Cost Index = Total Interest Adjusted Net Payments Annuity Due Factor x # $1000 Policy Face

  11. Interest Adjusted Net Payment Cost IndexExample (1000 x 49.423) - 10,000 49.423 x 100 = $7.98 Based on an 8% interest rate, if you held the policy for 20 years and then died or continued to hold it, it would cost $7.98 per $1000 each year.

  12. Equivalent Level Annual Dividend Accumulated Value of Dividends at Interest Annuity Due Factor x # $1000 Policy Face Example $10,000 49.423 x 100 = $2.02 If the insurer paid no dividends, then the surrender cost index and the net payments cost index would increase $2.02 per $1000 each year.

  13. Problems with the Interest Adjusted Methods • Results are sensitive to the interest rate assumed • Dividends are not assured (but some will most likely be paid) • Assume a specific holding period • For surrender cost index, the cash value can be manipulated for common comparison periods

  14. Yearly Rate of Return Method Yearly Rate of Return for Policy Year t = CVt + Dt + (YPt)(Ft - CVt)(.001) - 1 Pt + CVt-1 CV = cash value D = dividends YP = yearly price per $1000 of renewal term F = death benefit P = premium paid at beginning of year subscript indicates the policy year

  15. Yearly Rate of Return MethodExample Same Policy Cash Value at end of 19 years = $21,000 Dividend in 20th policy year = $800 Cost of Yearly Renewable Term for Policyholder = $5.00 per $1000

  16. Yearly Rate of Return MethodExample Yearly Rate of Return for Policy Year 20 = 22,000+800+5.00(100,000-22,000)(.001) - 1 1000 + 21,000 =5.4% This policy is providing the equivalent of a 5.4% rate of return to the policyholder. This should be compared with similar tax advantaged investments that are available.

  17. Cost Comparison Question 2 Which cost comparison would be most appropriate for someone who is considering buying a life insurance policy, holding it for 20 years and then, if he survives, cashing it in to pay for his retirement? A) Traditional Net Cost Index B) Surrender Cost Index C) Net Payment Cost Index D) Equivalent Level Annual Dividend E) Yearly Rate of Return Method

  18. Cost Comparison Question 3 Which cost comparison would be most appropriate for someone who has an existing policy and wants to determine if he should keep this policy or surrender it to buy another policy? A) Traditional Net Cost Index B) Surrender Cost Index C) Net Payment Cost Index D) Equivalent Level Annual Dividend E) Yearly Rate of Return Method

More Related