MF Update: Underperformers of the last three months
After a huge run up in the last couple of years, the Indian markets are now in correction mode post the Union Budget 2018-19. This correction has led many stocks to give negative return year till date and have eaten into the returns of the investors.
In the mutual fund space, almost all the mutual funds have given negative returns in the last three months. Even the funds that have survived and outperformed their respective category have fallen drastically. Specifically, among the mid-cap and small cap funds, which have invested in this space during the last year, the steep correction has impacted more due to their higher valuations.
To analyse the impact of this drastic fall in markets we have analysed all the mutual fund schemes from large-cap, small-cap and mid-cap category and the returns of the same for the last three months.
According to our data analysis, the below mentioned schemes have been impacted the most in the last three months.
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)
In the past three months, on an average equity large-cap, equity small-cap and equity mid-cap category have given an negative return of 4.12, 7.03, and 6.93 per cent, respectively. This has clearly given an indication that the returns from the mid-cap and small-cap categories won't be identical to the last couple of years, so investors should make their investment decision rationally along with thorough research and keep their return expectation moderate.