In this article, we will be discussing the National Pension System, What is it and what are its eligibility criteria. Moreover, we will discuss in detail its Tier-2 system and will compare the same with Mutual Fund. So, let’s get started.
What is NPS?
- NPS is a defined contribution pension scheme that is a highly efficient, technology-driven system to save small amounts today and build a fund for life’s second innings.
- Eligibility: One can join if you are any or all of the following:
- Citizen of India; Resident or Non-Resident
- Age between 18-60 years, as of the date of joining
- Salaried or Self Employed
- Complies with KYC norms
Types of NPS Account:
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)
What is NPS Tier-2:
- The NPS Tier II is a voluntary account that can be opened only if you have a Tier I account.
- When opening an NPS Tier II account, you are required to make a minimum contribution of Rs 2,000.
- The only thing to note is contributions made to a Tier II NPS account must be in multiples of Rs 250.
- A Tier II NPS account offers greater flexibility in terms of withdrawal, and no exit load is charged when you withdraw funds from your Tier II NPS account. However, NPS Tier II investments are not tax-free.
Key Features of NPS Tier-2:
- No additional CRA charges for account opening and annual maintenance in respect of Tier II.
- Unlimited online withdrawals and get credit in your Bank Account depending upon your requirements.
- Separate Nomination in Tier-II account.
- Contribute to your Tier account online at www.enps.nsdl.com or deposit your contribution to any POP/POP-SP(Points of Presence Service Providers) of your choice.
- Separate Scheme Preference for Tier II.
- You can changes Scheme Preference twice a year and Pension Fund Managers (PFM) once a year.
- Two Investment options:
i) Active Choice-Individual Funds (E (Equity), C (Corporate Bonds), G (Government Securities) assets)
ii) Auto Choice –Life Cycle Funds
- There is no lock-in period for the Tier II accounts. There is an option for the government employees to claim tax benefits from the scheme if they have kept their investments for a minimum of 3 years
Asset Classes in National Pension System:
1. E-Equity
2. C- Corporate Bonds
3. G- Government Securities
4. A- Alternate Investment Fund (AIF)
- No one can invest 100% in equity whether you are taking an active or auto scheme doesn’t matter you can invest only 75% in equity. In auto choice after 35 years automatically it started decreasing and in the action, after 50 years it started reducing even for Tier-2.
- But in Corporate and government securities there is no restriction whereas in AIF only 5% is allowed.
Performance:
Performance of all the assets class is realized differently by NPS.
- There are 7 fund managers:
- Aditya Birla Sun Life
- HDFC Pension Management
- ICICI Pru Pension Management
- Kotak Mahindra Pension Fund
- LIC Pension Fund
- SBI Pension Fund
- UTI Retirement Solution
1) Equity returns for 1 and 3 years:
- One-year trailing return of equity, all the fund manager has given better return concerning Nifty 50 and Large-Cap.
- The expense ratios of all these funds are very low as compared to mutual funds, in NPS tier 2 expenses ratio is around .01% to .1%.
- Three-year performance is almost similar, doesn’t have much difference.
2) Corporate Bond returns for 1 and 3 years:
- In the corporate bond fund, the mutuals fund corporate bond had given a better return as compared to NPS Tier 2 corporate bond in one year but in 3 years NPS Tier 2 has a better return.
3) Government securities return for 1 and 3 years:
- In Government securities Mutual funds have done better in one year whereas in 3-year return is almost similar.
- Performance-wise there is not much difference between the NPS Tier 2 and Mutual funds but the difference is in expense ratio.
What should investors do?
There is a huge difference in ease of using both, mutual fund is very easy to use track, and understand as compared to NPS Tier 2. NPS Tier 2 is a kind of aggressive hybrid mutual fund, investors can choose according to their requirements and risk appetite.
Disclaimer: The information here is provided for reference purposes only and should not be misconstrued as investment advice. Under no circumstances does this information represent are commendation to buy or sell stocks or MF.
Originally Published On: https://blog.investyadnya.in/which-is-a-better-investing-option-for-investors-nps-tier-2-or-mutual-fund%ef%bf%bc/