Introduction to Wealth Creation - Core MF Model PortfolioWith this Fund of Fund Model portfolio, we are trying to make complicated investing simple. The portfolio is based on the multi-asset and multi-cap allocation philosophy, a strategy that is used by institutional investors for diversifying risk to get optimum returns. The pillar of this portfolio is our mutual fund research product Fund-o-meter.
The idea is to utilize quantitative and qualitative factors observed based on our extensive research for suggesting funds across asset classes that make sense for individual investors like you. We have utilized our proprietary fund selection methodology for shortlisting and adding equity mutual funds and ETF/index funds in constructing this fund-of-fund model portfolio.
- Mutual Funds – These help in easy diversification and tapping on professional fund management and research expertise via an easily accessible channel. It is truly an invest-and-forget type of product unless and until there is a significant change in management or a market event-based trigger.
- Gold and international Funds (Mostly US-based) are less volatile in nature than Indian Equity, helping as a cushion by geographical diversification, and by investing in a commodity like Gold, we are diversifying our portfolio risk. These funds and asset classes are also very good hedges against the Indian Stock market and have a low correlation.
- ETFs and Index funds are passive investment funds that are linked to an underlying benchmark index and provide a low-cost alternative for taking exposures in the financial market.
Core MF model portfolio could be an ideal investment solution for investors seeking long-term wealth generation with no fuss and passive involvement.
Investment ObjectiveThe aim is to generate returns by creating a multi-asset, multi-cap, growth-oriented fund of fund portfolio with reduced downside risk.
StrategyBuy and Hold investments with a time horizon of 8+ years.
Rationale for this PortfolioWe all want returns from our investments but active investing needs both time for research and knowledge to make wise stock selection. So, here we are with this model portfolio that will help an investor meet their long-term goals with passive investments in funds of different asset classes. Investors can use this portfolio as their CORE Equity portfolio for meeting major life goals like Retirement, Children's Education, Marriage, and Emergency.
Given that the objective is wealth creation in the long term, we have not taken any Debt allocation in this goal. To give geographical diversification benefit, we have taken allocation to funds investing in international equity as well. Some exposure to Gold also provides asset-class diversification benefits.
We have included three modes of investment vehicles in this model portfolio – Large, Mid and small Cap Mutual Funds, Gold and International Mutual Funds. For meeting the investment objective of a growth-oriented multi-cap, multi-asset portfolio, looking at the long-term expected returns and risk levels of each asset class based on our long-term view of the Indian economy, Gold markets & Global financial markets, we suggest this strategic allocation of 80% in Indian Equity Mutual Funds, 10% in Gold and 10% in International Fund.
Methodology
Strategic Allocation by Asset Class
Is this model portfolio for you?
This Wealth Creation - Core MF portfolio is appropriate for an investor who are looking for a core portfolio constructed using different funds and the investors do not have the time to manage stocks portfolios. The risk appetite is from medium to high-risk tolerance and a time horizon longer than eight years. These investors are willing to accept periods of high market volatility in exchange for the possibility of receiving returns that outpace inflation by a significant margin. We also tried to reduce the downside risk by diversifying the portfolio with Gold and international Funds.
This portfolio might get an average annualized return of 12-15%. Its best yearly gain might be 20-25% and its biggest decline in a year may range from 15-20%.
Time Horizon – Minimum 8 years
Benchmark – BSE 500 TRI
Rebalancing – 6 Monthly
Important DatesLaunch Date – May 30th, 2020
Last Market Driven Rebalancing on – August 24th, 2024
Last Bi-Annual Rebalancing on – June 15th, 2024
Next Bi-Annual Rebalancing on – December 14th, 2024
Portfolio Performance
Data as of 31st December 2024
![Wealth 2.png](data:image/png;base64,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)
Data Up to 31st December 2024
Disclaimer: The information on this site is provided for reference purposes only and should not be misconstrued as investment advice. Under no circumstances does this information represent a recommendation to buy or sell stocks or MF. All these portfolios are created based on our expert’s experience in the market. These Model Portfolios are prepared by SEBI Registered RIA