View Performance of the funds managed by the Fund Manager
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An open ended equity scheme investing in healthcare and allied sectors
The scheme has atleast 80% investments in Pharma, Healthcare and allied sectors.
Healthcare is an evolving theme which has tremendous growth potential and includes businesses in hospitals, diagnostics, specialty chemicals, medical equipment, insurance and other allied sub sectors.
The endeavor is to maintain a concentrated portfolio of 30-40 stocks in this theme.
Fund has the flexibility to invest across market capitalization and style in selecting investment opportunities within this theme.
An open ended equity scheme investing in healthcare and allied sectors
Mr. Vrijesh Kasera - since (02nd July, 2018)
2nd July, 2018
S&P BSE Healthcare Index (TRI)
₹ 5,000/- and in multiples of ₹ 1/-thereafter.
₹ 1,000/- per application and in multiples of ₹ 1/- thereafter.
Regular Plan: 2.24%
Direct Plan: 0.63%
Regular Plan and Direct Plan
Growth Option and Dividend Option (Payout & Re-investment).
Recommended Investment Horizon
5+Years
Investments in Healthcare and allied sectors.
Wealth Creation
For Historic NAV Click here
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Record date | Div. Ind (₹) | Div. Corp (₹) | Cum Nav (₹) |
For Historic Dividend Click here
Mirae Asset Equity Investment Process and Philosophy
Since 2nd July 2018
• To generate long term capital appreciation
• Investment in equity and equity related securities of companies benefitting directly or indirectly in Healthcare and allied sectored in India.
*Investors should consult their financial advisers if they are not clear about the suitability of the product.
*Data as on 31st January, 2021.
28
43
86
Name | Allocation |
*Data as on 31st December, 2020.
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Our representative will get in touch with you shortly.
Our representative will get in touch with you shortly.
If Inflation rate is selected then
futureValue = Future value considering the inflation rate
else
Calculate on current value.
SIPAmount = parseInt(-((Rate of interest / 12) * (-futureValue + (interest amount on loan * 0))) / ((-1 + interest amount on loan) * (1 + (rate of interest / 12))));
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