Top 5 consistently performing Mutual Fund since 2014
Many mutual fund investors use various methods to invest in the right funds to reap more returns. Equity mutual funds have attracted the attention of the investors in the last couple of years. Investors are advised to invest in equity schemes for a longer term to create wealth over a period of time.
Usually, investors wants to invest in a funds which are consistent in terms of returns. The consistency suggests stability in the fund management as well as its returns. To arrive at this, we have analysed all the schemes which have existed since 2014 or before that and evaluated the returns of chart toppers of every year.
The winners for every year changed, but there are some schemes which have delivered consistently good returns over the period of time and remained in the top quartile in terms of performance. According to our data analysis, the below mentioned schemes have been toppers of the return charts for the calendar years starting from 2014 to 2017.
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)
The schemes like DSP BlackRock Small Cap Fund - Direct Plan, Reliance Small Cap Fund - Direct Plan, SBI Small & Midcap Fund - Direct Plan, Escorts High Yield Equity Fund - Direct Plan have been in the top 5 performers for more than a year and seems to be more consistent than others. However, post the categorisation, the consolidation and probable merger of the schemes, these past returns have become irrelevant for many schemes, but still the schemes which have identical nature and can be evaluated on the basis of their past returns. In the above mentioned schemes, the Reliance Small Cap Fund is going to be merged and will be reclassified as focused equity fund in the upcoming month.