Top 5 holdings of highly rated small-cap mutual funds
Performance of highly rated small-cap funds rated by various Rating Agencies
Small-cap funds are open-ended mutual fund schemes that primarily invests in small-cap companies. Small-cap companies are the 251st company onwards in terms of full market capitalization. As per SEBI, a minimum of 65 per cent of its total assets should be invested in small-cap equity and equity-related instruments.
As of August 2021, there are 25 small-cap schemes, AUM of these schemes is growing steadily from 61,157 crore as of January 2021 to 93,677 crores as of August 2021. This scheme is very risky as compared to large-cap and mid-cap funds as they invest in companies who have potential grow and sometimes predictions regarding these companies may go wrong. So, these funds are only suitable investors who have a high risk appetite.
Click Here to access the small-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 small-cap funds:
![](data:image/png;base64,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)
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)
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rX3xM6y4U8FeIuLKFBSgGaCdudRS0xyTYome03iwMkxfcSBDiZl/R5fRvO5c7M2zWi027isdYODozBdkJbZW5E6lg7Vz83Q1tdIt7JqwAmYg6Wr57QWKLfHvf71R2vNEvMpwiNgaiDU9xahQAn86rOL2tsfweiCWyQm/iNyZI157mdpFrSMwbbCF1mmqq8VeTxWlZvf5J35CRCJ8Lp83UlNEDh5wzY0hDa/lBnZuAuoV0wctBMl6Rivt8cDrA0vpcgwMm8pM/723DMc7nNUW4nltK9xANL8N3+Du2FZpCKoXZZ7Egwqs91tz87uvmZLJM4j3jX+/1x6xJaLMky6mBTQ9gSGrO9f2ZmYuaRErrTCeuPW+efS5nvV4Mkyagfh1O1N67GCPwGoW3O15zQ/C2TJ3KFJxHGYMEMPQZ1n1oQeh9pIeUcCHAyn8Nr7yVjEIT2+ETpixDgZP4i03czlTEIQu8GbQh6NwKczO/WfwR9jMFBCH0EaMKGb0OAk/nb7N/DXsYgzhSzP07Fdf2hLrD4GiziTLE9hsaQ8XEEeHb6uEEfMIAxiCX3B4IQKvdBgJN5H6nfJYUxCEJ/V/zCWoMAJ7OpOs0lYxCEPk3of89RTubf83DeI8YgCD2PWbQ4KAKczAc186VmMQYvJnS8AfbSaL5MuHlN9xWvpco7yTvI5WR+GRwHFswYzBC6/56pCOFjfPo+70vo5l3pvtKX3uWtli9VNiH8KRvo3WCJpb43DH20GQa38f10HIjQSd4GgnMyw76jf6f4mT8L8vvZan+KQ32/O/POc48xmCG0ii5bFnubMkyb5jII3UCyw43NhC4J4hKo2TlXtpUOCLY3obdCwsm8Vc5b+wneBttMbr8RaWQPY88YPEnoDmHd6It6O9PzoJDb9EYfdsw7M5bt24qk3L7ORmO9fhQVm7k9Zja5L/XWRwmQbb/G59zP7zxDfyszj9zwp7WX0ct90d7VJqLnpPJy/C409PHYjuwtPdyqoJzFZpLayzM74Mos5gYgGNE5IM9Ufc9lwgbxnTG70/YjhG72OevWx4lje0ywrYs+8EjuCoarN0maZBAYrm3KoWt9rktt+6NmSniXYbAD7VGuR8WkPsanoW4dCCb8gq3WhoG9ih/5r/fThQxGVV86ANLY69tyzOBv7e/9y/V1ICkDn5Hv24/Oj/OWcDL72i8pcZ4OzPY45YaMwZtmaGulSZ5ukpl62w3ngGki50TRorR1q4OcOKh3pJrTm+orIa0ZU4SGHmnbtLFBm9NdCG3leb868gf2qu2pDQYdvVsuPFasr2ntzlybiUNPr4sTDxCkrde/NOFkpp5fUOTBbmQyxWgCgw8RupClJKIExn/qaG9d9CPUTCK5AYDaLtFr2tTZpUOmDgHnCc3+Shk+k60CABGgkS9tJuxV/FI9dOjdckGDKOlrWq8htB3MIIjk+7gWjF1O9Aeibyd08tusVABP7zvFvNOWMfgQoUtipSTrB6vnlA/8fOLr2WOsh8s9ZXrPj4wtmVo7mjY2qWd1t/IWEXrCXr09cQ5aqrf2yQ0iXJWRr1bFoecvyXfy2JZe/2IQJzPbeeTyGjLjFB63apvA4ElC03IpgX+pz6Kd50E/0uTktTPgKAgu8J2ZsU3EIl/+tQyHxhq9nmDefrHW16c7dOhgskt/N5jT3cpjv1obLGqd/qU69dOVgN58XPlPV0Q4K12u18UhD4ga4yZHSB4ROulS7Lwl30noHJ/+3+FLnctVrFj6Ex9j8DShMXqI4PS3aZcMYuD1cf+TM7OxzGTDihNabwcEH8B1iZT75iTuPQ8P9Kakgr30Sy8SUkmQ5dgYJJ32BiUpBoGMWdGjy6lWHhO6WV6P7PUQ5tnXYs0El/YuhiyACNgZ0Jr+BrOUI1JWf1leKRcb/flx3hZOZl970BLHCrFI+VJy0ubO4Iw88ZAxWE7og+ITZp0XAU7mMyLBGAShz5gFP+IzJ/OPuLXKDcYgCL0Kvmh8JAQ4mY9k27tsYQyC0O9CPvTsjgAn8+4KvkAgYxBniuFHifimdwHMj4KBzaGxiTPFvmDkDRPnEeDZab7H77VgDGLJ/XsxPo1HnMyncdw4yhgEoQ04cfldCHAyf5f1+1jLGASh98E1pHwAAU7mD5jwcZWMQRD64yEJA7YiwMm8Vc4392MMgtDfHM2T287JfEY4GIOfJrR/9/uM4f5tnzmZf9vbvneMwSJC5x0vOHKnCm42IdSqVVdJvnlZf01n2CaO4YN3299B6GdsX+NntG0R4GRuW/z+HcZgMaGvsgWRtrHtRehnYBdC6dY8EvQOQpPKKL4RAU7mN6o+jCrGYDmh73+P+9VvJWwI7bbJ1S2LLbHyNjEQ0ddj+2DeRysG19M8WhyXExpyjYxmm2DZvqazvd3qWU71uN/KSiDXrbd9pMPYFpezCHAyz3b4wQaMwQpC/yvH3NRjbDyhB4e7pT2ghhyJ+FVOjxSWxL7eR2U/QheiYb2Os8F0VYIBxvgxsdl/ZDv7kjDc+LjhkThfiZP5fAhs3A9tSZMSsiSgJzTBmUiL5M9kAFc4iX2SL5lJq67UV2dUmc2hkzfOz8h19kJ+mZX/Sdn7oC3WnK9FA1mWYXVAanwvQSAIvQOhkdiyXGZCp/IsuVpiPUtoLN05CVbJ5VVEEmZt3YvQ9cc7Scj8qasV9iHK0wgEoXchdDmi5nJ73O3ZWUwInvFQxreJ0yrimX5yKX13IXTHrjx4gWx7EbquIMiVKK5EIAi9F6H18D/zIxkROpHULH9xjlb6tRxr7xLA9xCaluCJwPb8sjwb28ME/aPBDoQuuE0NQCvz+fTNg9C7EdqcA23ImUmcl5G9w92wJDddUlK+i9B4XMjL3NvjTwYh94NUJm2ut2QXM/cgtMgpA4cut1nP6Xm6GIAg9EZCL0Y4GgYCb0QgCB2EfmO6hapXIxCEDkK/OsdC/hsRCEIHod+YbqHq1QgEoYPQr86xkP9GBILQQeg3pluoejUCQegg9KtzLOS/EYEgdBD6jekWql6NQBA6CP3qHAv5b0QgCB2EfmO6hapXIxCEDkK/OsdUvn+dVW/HxY4IBKE3EnptcvK2yh1juFhUz4bkh3t3e7G41Q3XYrZaQXRIW0+PCgP2LcigIx/ev8B2+/bY4YedjdPbbHlQW3xiid2FxMZwuUcmbvPq8qdtCEK/OsLt7PR6jQs1yE4+M3Fksk5vm031pr1qSTsYmdxezg6ExqZ/uzMJStudRHWrINdZw0TW9XF353WN9BSXsQXSjYKsp+6XbknGba1NW/Vn21pdGqa42AkBTuadxO4vJuUpOMLiS+6nU3F8XUv0ti1jsGGGBgmqgZy8vdmx20ZHJQwOLaGmz+canGGG88BoneNtKH6YNn4knfNzrN/r8oGK0j4IcDLvI/UFUuisAKehkP0qB3BiSy1ysumXeYJqkcMYbCa0FfqgfcUNobsjlB1tWkOxb3ikpwWmDgiNDeV0E310SDbV9lmWtQkztNFCfpqacoBilReEdui8pMDJ/BIlTwvNeVRXqiQwkbZOjo+Ul/WZO+URiH65PoT4lhOMwRsJbUYgY+B98gC+eULlGdXKrYSaJXQz+gnQVqe9LkEgQo/0B6EpcV9Q5GR+gYqnRaY80JVoR1yTh6MBoJ34GIM3ErqSrXWrNdSTq/SwhGIgaMadJTS1zxpWzNAz+oPQbZT3vsPJvLf8Z+XNklkUpDw0M/TomCrOubcuud2oNBp1xKvnCZ3AM2eYJUI7G+hMMRwFZNYvvs/MDE3gsv4g9LN0mO9/XELn3PHHW8GfUqd5R9xIeWUJjn6ZI7x0ZwxeMkPjOUCUVQOKI7rctmdpbSA0nomLvOYMs/IsYm1oSZb1Spv0cQNAtldxF1wFbNMmkzj3Zf2tLgQmvvdCQGJ2yP8SKe2jYLlOycSExixd22vOmRy2eWx9Zgy6iHAjKyCuA4GjIBB5uvFX7qMEMOwIBCwCQeggtM2HuP5yBILQQegvT+Ew3yIQhO4Q+r///nvwR4CKT2AQOfAdOWD5Gz+K2SE/rr8KgZihOzN0L4IBVA+VuHc0BCJPg9BHy8mw5wkEgtBB6CfSJ7oeDYEgdBD6aDkZ9jyBQBD6g4SOVyGfyNzo2kUgCL2J0J13sM0mCEE6kdW849xD/ylC0zut9n3qnq6j3Zvc+TWD2dH8OJo9RyZ0irn586++n90B0bf1uxJ9nd8LLaIYgwV/tsqEbjZZjCzsGL2Z0J3dJ+Jktaej7GC3UlBW4nUwFw5pDifzYYyUCcgM1pmUnqjVVn/yjePJAjmMwQZCyxbOa7vrSBNWdjDx+WC8dXGww6R6OrGt0jXQQwnEsfyxwPVskQFKtqfZnVa8XY1XJXMyp/xhOXX3mQtcconbWp257vY3splx+f0yJ/NhPU4rTM6xvrXMLdeqI4cx2EDonFx2hvTJiaSzCcmE9qPSpBPJAS/HOTi1p1kfCXq2gDgVYD+ClnodoMoANpQ59ifJN/LEB4/ZnM7WZt/fo3KWEifzYf1Oq8xRHsPynK+WW6hJ3x05jMFiQkvH+qlkEEU+ubJRlL/UxpnZnMeltR0HtE4uuoQX/bCvZ0smh7fP9Nkk01nV2DVL6FmdHZsFG7OsIwtOUeRkPqbTOXaTJBWjU54XfvnENC715TAGiwntDEoGgDTbCJ1nRTtIdEawOUJ3623yryF0+cFhk0zM4n1/Zgk9q9P6VGIsfYLQJuGPeZkmuxVxyrxouTAlZx9C05FBq2doTuDuDCUB6hHSBK7bz8y23f4dcqR2ZYDaInPGn1lCz+rs2ByEbn7hNZlxiMspEg6NS7lQJ0tpO5KzD6FTAlelzxI69ddnVO9uHrGqLqmVe3nFkBNdj+YtdXXm6g0IpY8uy8vsqqPoBplEaPYn+aDys38eszmdud6txoLQByZ0iSfFPEeeYi0ENoHN+Y4ZeiQnS9tMaOloP8YGej7ukYiX5aVcZPJ5XNnU+v/spNHvgMr61LZOnbW1niZq+wFA6LR19uwzqR/4N+VPGnWz/Xh08YSucvt+BKERGfstWB3yvzTAm3wFd1IiEqHxwy7amInGPVtr/eVhJzDGoIsINzokaJuN6pBjs6zo+EkEfjtPlyHLGAShl+EWrQ6IACfzAU18uUmMQRD65ZCHglchwMn8Kj1HlssYnJDQRw5P2LYGAU7mNX1/pS1jcLHnEeFaGsUnMIgc+I4cAG/lO2boXxmqT+gHz04nhKD5010Q+oxZ8CM+B6E3bZ/8keiHGz+HQBA6CP1zSX1mh4LQQegz5//P+R6E/lFCt69RHj93v9Hmo6EahN5E6PLuqftTFr/7PB3qlLju/eotbXs2jE7/mNYxqknvjPsXv7vN1/jUFYAdNAt0TfWP+20yHwkT3n8wCvV0207ekyAe1Bb8yp2FYlMBNjfYF8RfD2S2gXxRtXvNdksJrYqfuNjL5idM+PqunMyHcUg245hJLBN2YhIcth3nvfjLGGwgNG83xMkh9Y/wlngNSczOIzFm2FYjNHasJUduL/Lzh8BsbOD2mP1lZ9UT56M1etQh2qHGByT47aK1V1xZBDiZbd2hrlMeLIypazvOe/GRMdhA6KykzthrztNa09aGZOwYE5rLaVDRETNvf+zZ3ww+ZavkhfZqe/lT8sa+OhkpiDToWPfjuosAJ3O30RFu0n75oUmuLU807aDAGCwmtHSsn1awGknJ2ZJEW8q09Lgasky3ZcfElkqAlhxsX5lp/6WHV9fXWJNPM7VLhtHeZ7RzAbDS6Jp8bW32qxXqHcUOApzMnSYHuMUT4MikcdvED5P3IokxWEzoOqOBFJU0WZElfCUbk3RN2+p6dhQcqvfzVY8cdfCBXcVeIaDO1l4S2zo8zADGzMlzA2HFxdksZiTCZ1sd1t7EKBkEOJlN1WEuU5wn8o2NnG+bV4NIPenPGGwjtJ25eIaimciRZE1b5+1aQlfiODFSYBtMA2drut8CmEWYUyOm5PF9wqUhtNrR16nVcaEIcDJrxa725YkAAAFySURBVEEu5glaDV3UNuVQnUilN2OwjdApWc2MZ5YByTBTdiShJB+2rb7K9PW4X6eXpEmODlvjZQtm3ToL1mfdZKsbTfvk8vpym0bejK9ehnV27KttefZrTubj4JFj2F8JljrK117bv5snb8oZl59PEFrAsx+1B39TLfV8Ppgj9Mq2NUAFBLIBJGrJ0WlvgTDL24s9w8ncz7KXENovl628ZNcELs7mRH6DrwW3ghBXhMBhCc3xRN6muBKhR225zuZwwYIxWDBDE4ori0zoUfc1bUdyou4cCHAyn8Nr7yVj8HJCy0yEmdSb0pbWtG17x52zIcDJfDb/xV/G4HWE1uXr4AcqRGBNW/SJ79MjwMl8RkAYg9cR+ozohs9vRYCT+a3KD6KMMYgzxfCDRXy7Hz0lUeLzHRjMnikmDeK/QODoCESePh6MQXfJzY2OHtiw75wIRJ4Goc+Z+T/qdRA6CP2jqX1Ot4LQQehzZv6Peh2Ebgn9P2mg0FZioXhUAAAAAElFTkSuQmCC)
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.