Top 5 funds with low volatility
The rising bond yields as well as trade war fears have made markets much more volatile than they were in the past couple of years. Markets had witnessed a bull run in the past two years, but now with the uncertainties in the global markets, the benchmark indices Sensex and Nifty have been fallen almost by 7 per cent since January.
The sharp downfall has affected mutual fund industry and also the returns have turned red for many of the schemes which has created a worry for many investors. Investors are looking at various option for investment but are unable to filter out the exact schemes which will be able to survive in the current market situation.
To find a solution, we analysed all the schemes from Large-cap, Mid-cap, Small-cap and Multi-cap categories to determine which schemes have the lowest volatility with respect to the current market situation. Beta is one of the widely used statistical tool to gauge volatility, beta reveals how much a fund's performance would swing as compared to the benchmark. Therefore, a lower beta always suggests a lower volatility with respect to the market.
With the rising volatility, investors are expected to be more concerned about returns and are advised to check the volatility of the funds with the help of beta. However, the sole aspect can’t be a decisive factor, but still investor should check beta before investing into any particular scheme.
According to our data analysis, below mentioned schemes are the schemes with the lowest volatility.
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)
The above-mentioned funds seem to be safer with their lower beta with respect to the current market volatility. However, investors are advised to research other aspects besides beta, as beta can't be a sole factor to develop an investment decision, but it can be a guiding factor in the current volatile market.