Sunday, December 10, 2023

Is It a Good Time to Buy That Single Premium Immediate Life Annuity, Updated

In prior posts, we discussed possible assumptions used by life insurance company actuaries in pricing single premium immediate life annuities (SPIAs). In those posts, we provided implied discount rates consistent with quotes obtained from ImmediateAnnuities.com under two different mortality assumptions:

  • based on life expectancy, or 50% probability of survival, and
  • based on a 25% probability of survival, which is the longer expected lifetime basis we recommend using in our website for planning purposes.

In this post, we will again examine the implied interest rate assumptions built into recent quotes from ImmediateAnnuities.com and compare the quotes and the implied interest rates with the results of the similar exercise we performed and summarized in our post of September 17, 2023. We will also discuss a few other considerations that may affect your decision to buy a SPIA at this time.

The key takeaway from this post is that implied interest rates (rates of return) on SPIAs have generally increased somewhat in the past three months and are higher than they have been for some time. We have no idea, however, if they are going to increase even more in future months, or possibly decrease, for that matter.

Remember that we receive zero direct or indirect compensation from visits to this website or from any activity associated with this blog, including this post. Therefore, any decision you make with respect to annuity purchases will not affect us financially.

Updated Implied Interest Rates in Current SPIAs

The second column of the tables below show monthly life annuity quotes for males of different ages per $100,000 of premium from Immediateannuities.com as of December 10, 2023 and September 17, 2023. Life expectancies shown in third column are 50% probabilities of survival from the Actuaries Longevity Illustrator (ALI) for non-smoker males in excellent health (which have not been updated yet for this year) in months. The fourth column (Implied Interest Rate) shows our calculation of the fixed investment rate of return that would be earned if a person bought the annuity and died at his current age plus his life expectancy from the ALI table. This investment return is net of insurance company expenses and profits (but not net of taxes). These rates are nominal rates and not real (net of assumed inflation) rates. 

Implied Interest Rates based on ALI Life Expectancy as of 12/10/2023

Current Age

Fixed Monthly Life Annuity

Life Expectancy in Months (based on AAA Longevity Illustrator 50% planning horizon for a non-smoking male in excellent health)

Implied Interest Rate

55

$584

396

6.0%

60

$620

336

6.1%

65

$677

276

6.1%

70

$758

216

6.0%

75

$869

168

5.8%

80

$1,040

108

2.6%


Implied Interest Rates based on ALI Life Expectancy as of 09/17/2023

Current Age

Fixed Monthly Life Annuity for Male ($100,000 Single Premium

Life Expectancy in Months (based on AAA Longevity Illustrator 50% planning horizon for a non-smoking male in excellent health

Implied Interest Rate

55

$ 541

396

5.4%

60

$ 583

336

5.5%

65

$ 637

276

5.5%

70

$ 711

216

5.2%

75

$ 844

168

5.3%

80

$ 1,027

108

2.3%

The more recent table shows that annuity quotes from ImmediateAnnuities.com have increased somewhat since September 17 and so have the implied interest rates. As noted above, the implied interest rates consistent with the ALI mortality table (50% probability of survival) for older non-smoking annuitants in excellent health are much lower than for younger annuitants, indicating that insurance company pricing for older annuitants may assume longer life expectancies and/or lower interest rates due to shorter assumed durations.

The tables below tell a different story for individuals who live until their 25% probability of survival age rather than their 50% probability of survival. It can be argued that these implied rates of return are more applicable to individuals considering an annuity purchase if their plan includes living approximately five/six years longer than their life expectancy.

Implied Interest Rates based on 25% Probability of Survival as of 12/10/2023

Current Age

Fixed Monthly Life Annuity

Lifetime Planning Period (based on AAA Longevity Illustrator 25% planning horizon for a non-smoking male in excellent health)

Implied Interest Rate

55

$584

468

6.4%

60

$620

408

6.7%

65

$677

348

7.1%

70

$758

276

7.4%

75

$869

228

8.2%

80

$1,040

168

8.8%


Implied Interest Rates based on 25% Probability of Survival as of 9/17/2023

Current Age

Fixed Monthly Life Annuity

Lifetime Planning Period (based on AAA Longevity Illustrator 25% planning horizon for a non-smoking male in excellent health)

Implied Interest Rate

55

$541

468

5.8%

60

$583

408

6.1%

65

$637

348

6.5%

70

$711

276

6.7%

75

$844

228

7.8%

80

$1,027

168

8.6%

It is interesting to note that implied interest rates (or rates of return) for older annuitants are higher than implied returns for younger annuitants on this alternate “planning” mortality basis. This is because moving from 50% probability of survival to 25% probability of survival generally adds about five/six years to the expected time of death, and an additional five/six years is a much more significant increase for an 80-year-old than it is for a 55-year-old (and may explain why insurance companies may be more likely to assume greater anti-selection by older annuitants in their pricing).

The above charts develop implied interest rates on two mortality bases for current annuity quotes for males. Based on a quick review, it appears that comparable implied rates of return at the illustrative ages shown would also be developed for current SPIA quotes for females.

Is Now the Right Time to Buy a SPIA? Some Other Considerations

There are many plusses and minuses associated with buying SPIAs vs. investing your retirement assets in other vehicles that we are not going to repeat here. We know that there are many intelligent people out there who buy many forms of insurance to protect their assets but find the thought of purchasing longevity risk protection sold by insurance companies (in the form of an SPIA) to be an anathema. If you are one of those people, you probably haven’t made it this far in the post. For those readers still reading, here are a few other considerations that you might want to think about before making your decision regarding annuity purchases.

  • Buying an SPIA will generally strengthen your Funded Status as determined by the Actuarial Financial Planner. For example, based on current default assumptions for the AFP, a 65-year-old male who spends $100,000 on a SPIA at today’s rates will increase the present value of his retirement assets by $29,156. A 65-year-old male who plans to live to 100 (rather than the default assumption of 94) will increase the present value of his assets by $39,675 by making the same purchase.
  • With recent higher-than-expected levels of price inflation, the present value of your non-risky assets may no longer cover the present value of your essential expenses and you may want to strengthen your “Floor Portfolio” at this time.
  • Many individuals are convinced that investment in SPIAs is less liquid than investment in bonds. If your bond investments are dedicated to funding your essential expenses, this sense of increased liquidity over annuities may be illusory.

Conclusion

Increases in interest rates in the recent past have generally increased the amount of current monthly immediate life annuity that may be purchased with a given premium amount and has increased implied interest rates (or rates of return) on currently available SPIAs. We have no way of knowing whether additional increases in interest rates used to price SPIAs can be expected at this time. We are not investment advisors or insurance brokers and cannot provide advice on timing or the financial advisability of SPIA purchases. We do plan to continue to monitor implied rates of return on SPIAs in this blog (on both a pricing and planning basis).