How does 60:40 portfolio strategy work?
60:40 portfolio strategy has been one of the most common investment strategies since ages. The reason for the same is its reasonable returns with moderate risk characteristics. This portfolio strategy basically means that you should hold 60 per cent in equity and 40 per cent in debt at all times. Although, this portfolio would not provide returns as high as the dynamic portfolio strategy but it carries risk lesser than the dynamic portfolio strategy.
This portfolio strategy is usually adopted by moderate risk takers. Having said that, a question arises-does this portfolio strategy work in real life as well? To find it out, we carried out a study wherein, we maintained 60 per cent equity and 40 per cent debt allocation at all times. We considered S&P BSE 100 as equity and S&P BSE 10-year sovereign bond as debt. To maintain its proportion, we have rebalanced it every year. We have also assumed that you require a corpus of Rs one crore at the start of the retirement period.
Also, to get a feel of the real-world application, we have assumed a person aged 30 years having present value of monthly retirement expenses of Rs 30,000 and inflation to be seven per cent with post-retirement rate of return to be eight per cent. With this study, what we are trying to understand is that whether a person can rely on this strategy to fund his 20-year retirement period? The retirement period is assumed to be from the year 2000 to 2019.
![](data:image/png;base64,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)
![](data:image/png;base64,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)
We can see in the above graph how investment of retirement corpus of Rs one crore is moving in respect to the inflation-adjusted withdrawals. Here, we must say that the rebalancing every year has turned out to be positive. Adopting this strategy with a conservative assumption of eight per cent rate of return post-retirement, this strategy actually works. However, an important thing to note is that this study has been carried out in a particular period i.e. from the year 2000 to 2019. Hence, we cannot predict whether the same situation would arise in future as well. So, having a financial plan in such a case does make a significant difference.