Top 5 Holdings of Highly Rated Flexi-Cap Mutual Funds
Flexi-cap mutual funds are open-ended mutual fund schemes that primarily invests across different market capitalization without any restrictions, unlike multi-cap funds. They have to invest a minimum 65 per cent of total assets in equity and equity-related instruments. The flexi-cap funds invest across large-cap, mid-cap and small-cap companies as per funds discretion.
As of August 2021, there are 28 flexi-cap schemes, this scheme is growing steadily from 75,613 crore as of January 2021 to 2,07,660 crores as of August 2021. Many multi-cap funds converted to flexi-cap funds as there is no restriction on investment across various market capitalizations. So, these funds aren’t suitable for investors with lower risk or moderate risk appetites.
Click Here to access the flexi-cap funds rating given by rating agencies such as CRISIL, Morningstar and Value Research.
Let’s take a look at the top 5 holdings of top-rated flexi-cap funds:
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)
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)
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)
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)
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)
An investor should study the mutual fund portfolio so that he can invest wisely in the mutual fund holding companies, which he's willing to.