How much returns should you expect from your retirement portfolio?
This article shows you the total expected returns for your retirement portfolio from the day you start investing for retirement to the day you stop drawing down from it.
This article shows you the total expected returns for your retirement portfolio from the day you start investing for retirement to the day you stop drawing down from it.
“nastiest, hardest problem in finance.” - William Sharpe, Nobel Prize winner in Economics, regarding the withdrawal stage of retirement
This article will cover an essential concept of lifetime real returns from the retirement corpus. The return is estimated over the entire investing period for retirement, i.e. the accumulation stage to the drawdown stage during retirement.
If you need the background, we have covered the concept of retirement planning in detail here: How do you get the SIP amount for retirement and here: A low-stress step-by-step guide to creating a retirement portfolio.
Related:
Inflation: the impact on your goals and how to choose assets that beat it
We will assume the following numbers:
We will assume the medium risk profile for the investor and apply the following glide path (60:40 and reducing) for each of the retirement expense goals:
We are looking at 25 years pre-retirement and 40 years in retirement, with the x-axis having 65 years. The left y-axis shows the corpus in ₹ crores and breaks down the total portfolio and the equity and debt components. The right axis shows the asset allocation and the equity component over time.
The portfolio grows to massive multi-crore values over time as we explain here: How big will your portfolio grow in retirement?.
If you have not seen such a chart before, you should note how the equity component does not become zero, which is a common misconception, at the start of retirement. You can read more on this here: How much equity should you have in your retirement portfolio?.
We have assumed that equity as an asset class gives a return, called the risk premium, higher than inflation. In the table above, we have taken the risk premium as 0-4%. Similarly, we have assumed that debt as an asset class has a risk premium that is lower than inflation. In the table above, we have considered the risk premium minus 0-4%.
The table shows that lower risk premiums predictably lead to lower real returns over the entire period. The average real return over all 25 cases is slightly negative. If we consider only the middle 9 cases, the average is again negative.
Each cell in the table combines equity and debt risk premiums over inflation.
We will combine the risk premiums with inflation like this:
Expected return = (1 + Inflation) * (1 + Risk Premium) - 1
We get for a 60:40 asset allocation, the expected returns, with 7% inflation and risk premiums as 3% and -3%, respectively, as:
Equity return = 1.07 * 1.03 - 1 = 10.21%
Debt return = 1.07 * 0.97 - 1 = 3.79%
60:40 portfolio return = 0.6 * 10.21 + 0.4 * 3.79 = 7.642%
While this value of 7.642% is higher than inflation, we progressively reduce the asset allocation to more conservative values as the goal becomes closer. This derisking reduces the average return from 7.642% to a lower figure.
Time left | Equity % | Debt % | Weighted return % | Average return % | Real return |
---|---|---|---|---|---|
25 | 60% | 40% | 7.642% | 6.166% | -0.779% |
24 | 60% | 40% | 7.642% | 6.105% | -0.836% |
23 | 60% | 40% | 7.642% | 6.039% | -0.898% |
22 | 60% | 40% | 7.642% | 5.967% | -0.966% |
21 | 60% | 40% | 7.642% | 5.888% | -1.040% |
20 | 60% | 40% | 7.642% | 5.801% | -1.121% |
19 | 60% | 40% | 7.642% | 5.705% | -1.211% |
18 | 60% | 40% | 7.642% | 5.598% | -1.310% |
17 | 60% | 40% | 7.642% | 5.479% | -1.422% |
16 | 60% | 40% | 7.642% | 5.345% | -1.547% |
15 | 60% | 40% | 7.642% | 5.194% | -1.688% |
14 | 54% | 46% | 7.257% | 5.021% | -1.849% |
13 | 48% | 52% | 6.872% | 4.851% | -2.008% |
12 | 42% | 58% | 6.486% | 4.684% | -2.164% |
11 | 36% | 64% | 6.101% | 4.522% | -2.316% |
10 | 30% | 70% | 5.716% | 4.365% | -2.462% |
9 | 24% | 76% | 5.331% | 4.217% | -2.601% |
8 | 18% | 82% | 4.946% | 4.078% | -2.731% |
7 | 12% | 88% | 4.560% | 3.955% | -2.846% |
6 | 6% | 94% | 4.175% | 3.854% | -2.940% |
5 | 0% | 100% | 3.790% | 3.790% | -3.000% |
4 | 0% | 100% | 3.790% | 3.790% | -3.000% |
3 | 0% | 100% | 3.790% | 3.790% | -3.000% |
2 | 0% | 100% | 3.790% | 3.790% | -3.000% |
1 | 0% | 100% | 3.790% | 3.790% | -3.000% |
Your retirement portfolio will produce a zero or slightly lower return than the inflation over a period of decades. This conclusion allows us to model long-term portfolio sizes easily by simply multiplying investments and years together using zero real returns:
This article shows you which funds have not fallen the most now that the stock market has corrected by 10-15% from life-time highs.
Published: 20 November 2024
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This post titled How much returns should you expect from your retirement portfolio? first appeared on 11 Dec 2022 at https://arthgyaan.com