Why expense ratio is significant while investing in mutual funds?
Being a mutual fund investor, it is important to know the various aspects which can impact the returns of your investment. The expense ratio is one of those aspects which carries a lot of importance as it is one of the basic things which directly impacts the returns.
The expense ratio is the fees levied by AMC’s each year. It is per cent of net asset which is incurred by the AMC’s for day to day management and buying and selling of securities. The expense ratio ranges between 0.5 to 2.5 per cent , generally.
For actively managed equity funds, the total expense ratio (TER) allowed as per the SEBI (Mutual Fund) Regulations 1996, is 2.5 per cent for the first Rs. 100 crore of average weekly net assets; 2.25 per cent for the following Rs. 300 crore , 2 per cent for the subsequent Rs. 300 crore and 1.75 per cent for the balance asset under management. Similarly, for the debt funds, the expense ratio allowed is 0.25 per cent lower than that of equity funds. Information regarding the expense ratio for a MF scheme is stated in the Scheme Information Document. Moreover, mutual funds have been permitted to charge up to 30 bps that is 0.3 per cent more expenses, if 30 per cent or more of new inflows come from locations Beyond the Top-15 (B15) cities.
But these expenses may eat your returns up to 50%. Is it possible? The answer is yes, let’s look at an example. Mr. A is investing Rs. 1,20,000 in a mutual fund scheme for 30 years. Assuming the consistent performance of the scheme lets assume average annualised gain at 10 per cent per annum. At the end of 30 per cent where he will end up?
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)
With this, we can see that Mr. A in a fund with an expense ratio of 0.5 per cent invested Rs. 1,20,000, after 30 years he will get Rs. 18,08,393 and will pay Rs. 2,85,536 as an expense which forms around 14 per cent of his total investment value. In the same manner in the funds with the expense ratio of 2 per cent and 2.5 per cent he will pay around Rs. 11,42,143 and Rs. 14,27,678 as expenses which form around 55 per cent and 68 per cent , respectively.
This clearly implicates why expense ratio is significant, higher expense ratio can lead to lower returns. Higher expense ratio can eat your returns up 65-68 per cent directly in a longer run. So an investor should always consider expense ratio while selecting the mutual fund scheme.