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A lumpsum investment in assets can be a quick and easy way to diversify your portfolio. With a lumpsum calculator, you better assess how this large sum of money may grow over a given period, at the rate of returns you expect from the asset or scheme.
Estimation is based on the past performance
Invested Amount
Est. Returns
Scheme Name |
Expense Ratio | 3Y Returns | |
---|---|---|---|
![]() Quantum Gold Savings Fund - Regular (G)Regular Fund | FoFs Domestic |
0.21% | 29.06% p.a. | |
![]() AXIS Gold Fund (G)Regular Fund | FoFs Domestic |
0.50% | 28.45% p.a. | |
![]() Invesco India Gold ETF Fund of Fund (G)Regular Fund | FoFs Domestic |
0.45% | 29.01% p.a. | |
![]() Nippon India Gold Savings Fund (G)Regular Fund | FoFs Domestic |
0.35% | 28.56% p.a. | |
![]() Kotak Gold Fund (G)Regular Fund | FoFs Domestic |
0.50% | 28.73% p.a. |
A lumpsum investment is a strategy where you invest a large sum of money upfront in the asset or scheme of your choice. Various investment options support lumpsum investments. Some common examples include fixed deposits, mutual funds, gold, direct equity and government bonds. To make a lumpsum investment in any eligible scheme or asset, you need to have a large sum available at your disposal. If you do, you can use the sum to purchase units in your preferred financial instrument.
A lumpsum calculator is an online financial tool that helps you understand how a large sum invested today may grow over a certain period, at a specific rate of returns. It is useful for investors who want to get a better idea of how their investment may pan out over the medium term or long term.
The lumpsum investment calculator is also free of use. So, you can use it several times at no extra cost to compare and assess how a change in the amount invested, the rate of returns or the investment tenure may affect the total future value of investments. Each time, the calculator displays the estimated results instantly.
A lumpsum calculator works based on the inputs that you provide it. It requires three key details — namely, the amount you plan to invest, the period of investment in years and the annual rate of returns you expect. Once you enter these details, the lumpsum investment calculator automatically computes how the lumpsum amount invested will potentially grow over the given period at the rate specified. The online tool then shows you these results, so you can better understand the returns you may earn from the amount invested.
The lumpsum calculator uses a complex formula to compute the estimated returns from a specific amount. While you need not manually compute the returns yourself, it helps to be aware of the formula involved, which is as follows:
A = P (1 + r/n)nt
Where:
A lumpsum investment calculator can be beneficial to long-term investors in many ways. The top advantages include:
To use the Bajaj Broking lumpsum calculator, all you need to do is follow the steps outlined below.
The lumpsum investment calculator will then compute and show you the total investment, estimated returns and the total value.
An online Lumpsum calculator eliminates the need to manually assess how your Lumpsum investments will grow with time. Nevertheless, knowing the formula used by this free online tool can give you insights into how your Lumpsum investments are compounded over the years. Check out the Lumpsum calculator formula below:
A = P x [{(1 + r)n — 1} ÷ r ] x (1 + r)
Where:
A Lumpsum plan calculator works on the following formula –
M = P × ({[1 + i]^n – 1} / i) × (1 + i).
In the above formula –
Take for example you want to invest Rs. 1,000 per month for 12 months at a periodic rate of interest of 12%.
then the monthly rate of return will be 12%/12 = 1/100=0.01
Hence, M = 1,000X ({[1 +0.01 ]^{12} – 1} / 0.01) x (1 + 0.01)
which gives Rs 12,809 Rs approximately in a year.
The rate of interest on a Lumpsum will differ as per market conditions. It may increase or decrease, which will change the estimated returns.
Factor | Lumpsum Investment | Lumpsum |
Investment Approach | Invest an amount all at once | Regular fixed investments at intervals |
Investment Frequency | One-time investment | Regular, typically monthly, quarterly or half-yearly |
Market Timing | Exposed to market timing risk | Reduces the impact of market timing |
Potential Returns | Can benefit from market upswings | Benefits from rupee-cost averaging |
Risk Management | Prone to market volatility | Reduces the impact of short-term fluctuations |
Discipline | No fixed commitment is required | Encourages disciplined investing |
Goal Horizon | Long-term investments | Short-term and long-term goals |
Capital Deployment | Immediate deployment | Gradual deployment over time |