In a progressive country like India, parents strive to provide their children with the best possible education, whether domestically or internationally. The aspirations for high-quality education, however, come with significant financial implications. The cost of a child's graduation in India starts from lakhs of rupees and can escalate to crores for education abroad. Consequently, child education becomes a critical goal that parents need to meticulously plan for.
Investors recognize this financial challenge and often accumulate money through various savings products. Commonly preferred options include Sukanya Samriddhi Yojana (for a girl child), fixed deposits (FDs), recurring deposits (RDs), and life insurance policies. Additionally, some investors turn to Public Provident Fund (PPF) and real estate to meet this goal. While these options provide safer returns, they often fall short in addressing the multifaceted needs associated with child education.
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)
Challenges in Child Education Planning
Rising Costs and Inflation
The cost of education is rising rapidly, with an estimated inflation rate of 6-8% annually. For overseas education, one must also consider a 3-4% annual currency depreciation. Combining these factors, international education costs can inflate by 8-12% per year. Given this steep increase, choosing the right investment product becomes paramount.
Investment Growth
The primary reason to consider mutual funds over other investment products is the potential for higher growth. Growth-oriented mutual funds can generate annualized returns of 10-15% over the long term, compared to the 5-8% rate of interest offered by safer investment options like FDs, RDs, and Sukanya Samriddhi accounts.
For example, if an investor, Mr. A, needs to fund his child's graduation, which costs 10 lakhs today and is due in 10 years, the future cost, accounting for a 7% annual inflation rate, would be approximately 20 lakhs. If Mr. A invests 5 lakhs in an FD at a 6% post-tax interest rate, it will grow to around 9 lakhs after 10 years—only half of the required amount. However, if he invests the same amount in mutual funds with an average post-tax return of 12% per annum, it will grow to 15.5 lakhs, nearly meeting the graduation goal.
Benefits of Mutual Funds for Child Education Planning
Higher Returns with Growth Potential
Mutual funds, despite their volatility, offer the potential for significantly higher returns. Over a long-term horizon of 5 years or more, the growth in mutual funds can substantially surpass the returns from safer investment options, helping to accumulate a larger corpus for education.
Tax Efficiency
Investing in mutual funds in the name of a minor child can be tax efficient. The interest earned on products like FDs and RDs is clubbed with the guardian's income and taxed annually. In contrast, gains from mutual funds are taxed only upon redemption, which typically occurs when the child reaches higher education age. By this time, the child may have minimal other income, resulting in lower tax liability.
Flexibility in Withdrawals
Child education expenses are incurred at different times and for various purposes, such as semester fees, accommodation, and monthly expenses. Traditional products like FDs and RDs pay the maturity amount in one lump sum, necessitating careful management to avoid premature expenditure. Mutual funds, however, offer the flexibility to withdraw amounts as needed. The remaining corpus continues to generate returns, and regular income can be generated through a Systematic Withdrawal Plan (SWP).
Adjustable Investment Duration
Most traditional investment products have fixed maturity dates, which may not align perfectly with the timing of educational needs. Mutual funds, however, do not have a set maturity date, allowing investors to adjust the duration based on their specific goals. This flexibility ensures that the investment period can be extended or shortened as required, without penalties.
Investment Convenience
Child education is a long-term goal requiring substantial investment. Mutual funds provide the convenience of investing any amount at any time. Unlike Sukanya Samriddhi accounts, which have a maximum annual investment limit, or FDs that require lump-sum investments, mutual funds allow for both lump-sum and Systematic Investment Plan (SIP) modes. SIPs can start with as little as Rs. 500, accommodating varying investor capacities over time.
Alternative Solutions
While mutual funds offer significant benefits, there are other viable options for child education planning that can complement or serve as alternatives depending on individual circumstances and risk tolerance.
Education Savings Plans
Many insurance companies offer dedicated education savings plans. These plans often combine insurance with investment, ensuring that the child's education is funded even in the unfortunate event of the parent's demise. They provide disciplined savings and assured maturity benefits tailored to meet education expenses.
Unit Linked Insurance Plans (ULIPs)
ULIPs are insurance products that combine investment and insurance. A part of the premium is used for life insurance coverage, while the rest is invested in equity, debt, or a combination of both. ULIPs offer the dual benefits of market-linked returns and life insurance coverage, making them a versatile option for child education planning.
Sovereign Gold Bonds (SGBs)
SGBs are government securities denominated in grams of gold. They offer a safe investment avenue with the potential for capital appreciation linked to gold prices. Additionally, they provide a fixed annual interest rate. Given the traditional affinity for gold in India, SGBs can be a stable and profitable component of a diversified investment portfolio.
National Savings Certificate (NSC)
NSCs are government-backed fixed income investment schemes that provide a fixed return over a specified period. They are safe, low-risk investment options that can be considered for short to medium-term education goals. NSCs offer tax benefits under Section 80C of the Income Tax Act, making them a tax-efficient investment choice.
Systematic Investment Plan (SIP) in Equity and Debt Funds
While SIPs in mutual funds are already mentioned, it's worth emphasizing the balanced approach of investing in both equity and debt funds. Equity funds offer higher growth potential, while debt funds provide stability and lower risk. A well-balanced SIP strategy can help achieve substantial growth while managing risk effectively.
Conclusion
Proper planning for children's education is crucial. While various investment products can help accumulate funds, mutual funds offer superior growth potential and flexibility. However, alternative solutions such as education savings plans, ULIPs, SGBs, and NSCs can also play a vital role in a comprehensive education funding strategy. By diversifying investments and leveraging the strengths of each option, parents can efficiently create a substantial corpus to meet the escalating costs of child education. Investing wisely today can ensure that children receive the education they deserve, paving the way for their successful future.
Wishing you prosperity with peace!
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