Given that we cannot predict the stock market, we need to make multiple assumptions regarding future returns and the ability of the investor to increase the SIP amount if the market does not move as per these assumptions. The final corpus will depend on the actual path followed by the stock market from now till the end.
We need to avoid uncertainty in predicting the final corpus figure. For example, if investing is for retirement, we need to know whether we will accumulate one crore as the corpus or ten crores. The quality of life in these two extreme cases will be very different.
Here is an example of a 15,000/month SIP run for 15 years. The SIP amount is increased by 5% every year as a step-up SIP. The chart shows ten different possibilities assuming the average equity return is 11% post-tax and risk of 15%. The results are:
maximum value: ā¹ 166 lakhs
minimum value: ā¹ 44 lakhs
We have deliberately omitted the y-axis from the chart since this level of variability is not effective in answering the question: how much we will get after 15 years?
The variation in the previous case is the effect of market risk that shows us that the returns of the equity market are unpredictable. Since we need market risk to make high returns, we need a way to manage this risk. Rebalancing via a suitable asset allocation is the solution here which will be via allocating to equity and debt. For this example, we will invest 60% in equity and 40% in debt and keep this allocation fixed for 15 years by rebalancing annually. We will use the same sequence of equity returns as before.
As these results show (corpus range of ā¹49-108 lakhs), the variability is now lower but still unpredictable.
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The ābestā way
Here we extend the concept of asset allocation and introduce the idea of the glide-path that will allow us to manage market risk. We start at 60% equity (the rest will be in debt) and gradually reduce that yearly until it drops to zero when you fully invest the corpus in debt.
We see that the range is finally predictable, as the results show with the corpus range of ā¹60-66 lakhs. This example also shows the effect of diversifying the asset allocation and managing risk via rebalancing.
We have designed a SIP calculator that supports reducing asset allocation and rebalancing as described above.
Using the example, a ā¹15,000/month SIP increasing at 5% per year should reach a corpus of ā¹62.31 lakhs, which is in line with the range of ā¹60-66 lakhs we have seen before.
The calculator allows you to save for a shorter amount of time than the goal horizon by changing the āSIP forā value so that you can save for a goal without having income or investing during the last few years. The final corpus will be adjusted accordingly downwards as shown below:
We have reached a similar conclusion in this post where we have shown the probabilities of reaching a particular target return.
(click to open in a new tab)
Caveat on these calculations
As we have seen in the figures above, there is some element of uncertainty associated with stock market investing, which can be minimized (at the cost of lowering potential returns) but not eliminated. The investor needs to revisit the portfolio at least once a year to check if they are on track and take remedial actions like rebalancing as per the glide path and modifying the SIP amount.
The final corpus value after 15 years will have its purchasing power reduced due to inflation. The āInflation adj. corpus (lakhs)ā field shows the inflation-adjusted value. In our example, the ā¹ 62.31 lakhs will be worth ā¹ 22.58 lakhs (in todayās money) at 7% inflation. You can choose which inflation value you think applies to your goal.
āWriting and tracking financial goals actually fuels the commitment required to achieve themā - Gaurav Rastogi, CEO of Kuvera
As discussed here, it is essential to set a goal before investing. While investors choose a SIP amount based on available capital, it is also critical to have a target corpus in mind before investing. The method allows you to check for progress and take remedial measures if you fall short of your target corpus.
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This post titled I have started a 15k SIP. How much money will I have in 15 years? first appeared on 02 Sep 2021 at https://arthgyaan.com
