Friend of the blog DT wrote in and said:
In regards to your recent “When to Take Social Security” article, you left something out. You can take Social Security early (say, age 62), then invest that money, and your investment will end up better than if you had waited on Social Security until age 67 or age 70.
Interesting! But does the math work? Let’s dive in. Should you take Social Security early and invest it?
What Kind of “Returns” Do You Get For Waiting on Social Security?
Let’s start by looking at Social Security. What kind of “return on investment” do you receive by delaying your Social Security decision?
There’s no easy way to do this today without a spreadsheet, so we will use this Google Sheet to show you some math. (I keep the original file pristine so all readers see the same numbers, but you can go to File –> Make a Copy to create your own copy of the file to play around with.)
For starters, we need to understand how retirees’ benefits change as they age. Depending on their birth year, today’s retirees reach their “Full Retirement Age” (FRA) at 66 or 67 years old. Depending on the age at which they apply for Social Security, they’ll receive a certain percentage of their full benefits, described in the table below.
To make the math easy, we will assume our retiree’s Primary Insurance Amount (PIA)…aka the amount you receive if you wait until FRA…is $1000 per month. So “100%” on the table above equals $1000 per mont
The longer our retiree waits, the higher their monthly payments will be. But what does that look like as an “investment?” And how does inflation factor in?
What About Inflation?
The Social Security Administration adjusts everybody’s Social Security payments yearly to account for inflation. This “cost of living adjustment” is often shortened to “COLA.”
The average COLA adjustment since 1975 has been 3.66%. We need to include that in our spreadsheet too.
Baseline Analysis – No Investments Yet
Let’s start with a baseline analysis. We’ll examine a series of retirees who collect their Social Security monthly, and immediately spend it. They make no investments with their Social Security cash flow. We could conceptualize this as hiding those dollars underneath their mattresses.
We’ll compare results by looking at the total dollar amounts collected over time. This will be our baseline analysis. You can follow along on the spreadsheet tab labeled “No Investment Return (Yet) – Nominal Dollars Only”
The results: in this scenario, early collection only makes sense for a retiree who dies before age 74. This should make sense. We know that delaying Social Security makes more and more sense the longer someone lives.
Let’s add in investment returns.
Analysis 1: Investing in a 4.7% Savings Account
Let’s consider a retiree who takes all of their Social Security income and deposits it into a savings account bearing 4.7% annual interest.
Why 4.7%? That’s the average overnight Federal Funds rate since 1960, and modern-day high-yield savings accounts tend to offer interest rates that are closely correlated to the Fed Funds rate.
Note: if your personal pile of cash isn’t in a high-yield savings account, you should ask yourself why that is…
The results: if you pass away at age 77 or earlier, collecting earlier makes sense. Otherwise, waiting until FRA or later likely makes sense. This is no different than “traditional” Social Security advice.
Analysis 2: Investing in a “Standard” 60/40 Portfolio
What if our retirees put their money in a tried-and-true 60/40 portfolio?
From 1950 until today, that kind of diversified 60/40 portfolio has returned an average of 9.3% per year.
The results: Whoa! As shown on the “A2” tab, collecting as early as possible makes sense for anyone who would pass away before age 88.
We know, on average, most 62 years olds are going to pass away well before age 88. The smart, probabilistic thing to do then, is collect Social Security as early as possible and invest it in something like a 60/40 portfolio (or, something with greater returns).
But wait…because I’ve only showed you half the story. And that’s a major problem.
Big Problem: What’s the Risk?
If we zoom out on reader DT’s idea as originally stated, we should confidently conclude: OF COURSE it makes sense! If you have sufficiently high investment returns, you should always start as early as possible.
Even if the benefit of delaying Social Security was 20% per year, but I had an investment that paid me 40% per year, I’d rather start collecting as soon as possible and get the money invested. Given sufficiently high returns, you always want to get the compound growth started.
But we must return, once again, to a foundational pillar of investing and oft-repeated maxim of The Best Interest: Risk and return are intrinsically connected. Returns are not “free.” They are compensation for taking on investment risk.
Whenever an investor compares returns alone, without also comparing the risks involved, they’re making an incomplete analysis. DT’s original question only considers return. It doesn’t consider risk.
What Comparison Makes Sense?
The benefits of delaying Social Security are guaranteed by the U.S. government. That’s very low risk. What kind of investment risk should we compare that to?
I see two viable options.
First, why does Warren Buffett invest all of Berkshire Hathaway’s extra cash into U.S. Treasuries, instead of an S&P 500 index fund? Doesn’t he know the S&P 500 has much better long-term returns?!
Answer: U.S. Treasuries are as risk-free as anything in the investing universe, backed by the full faith and credit of the U.S. government. As long as Uncle Sam pays debts, U.S. treasuries are risk-free. The S&P 500 is far from risk-free, and Buffett knows it. He wants his cash to be safe and ready for deployment at a moment’s notice. The S&P 500 cannot fulfill that need.
The first logical comparison today, then, is to use a true “risk-free” rate as our investment return. Something like a high-yield bank account (FDIC insured) or short-term U.S. Treasury is appropriate. Conveniently, we already did that in Analysis #1, where our conclusion is no different than traditional Social Security advice: the “break even” point occurs in the late 70s.
Note: this is reason for the concept of “risk-adjusted returns.” To compare only the returns of two investments is not an apples-to-apples comparison.
The second option is to show the downsides of Analysis #2. That is, to show how 9.3% per year from a 60/40 portfolio is far from a guarantee. More specifically, I’d like to show how the downside risk of a 60/40 portfolio could turn our result on its head. What happens if we suffer some bad markets during our early Social Security period?
Looking at historical returns, a 60/40 portfolio has had 10-year periods with returns below 2% per year. What if we started our Social Security timeline with that kind of low return, and then made up for it at the end of the analysis? That’s what I show on our spreadsheet on the A3 tab.
The results? The 60/40 “solution” comes with risks! In this scenario, “taking Social Security early and investing it” only worked out if our retiree died before age 75. That’s not a good outcome. Doubly so if Social Security is a safety net or backstop in your financial plan.
To Apply or Not Apply
If your Social Security is “play money” in your financial plan, and you’re ok with risking a loss, then I can see the merit and appeal of DT’s proposal. You can apply for Social Security early, invest it (reasonably), and the odds are in your favor that you’ll end up in a good spot.
But it’s no guarantee.
And the entire point of the Social Security system is to provide a guaranteed benefit to retirees. If Social Security plays even a minor role in your financial plan, I would strongly discourage putting that money at investment risk to eek out extra returns.
When we make a level comparison by using a risk-free rate, like in Analysis #1, we see there is no net benefit to taking Social Security early to invest it.
Thank you for reading! If you enjoyed this article, join 8000+ subscribers who read my 2-minute weekly email, where I send you links to the smartest financial content I find online every week.
-Jesse
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