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A Lumpsum Calculator helps you find out how much your one-time investment can grow over time. It uses two main things: the amount you invest and the rate at which it grows, known as the 'rate of return'. For Example: Suppose you invest ₹1 lakh at a 10% rate of return for 5 years. The calculator will tell you how much this ₹1 lakh will ...
18 sty 2024 · Keeping the assumption of 10% rate of return, you should deposit Rs. 36,941 to reach the Rs. 10,00,000 in ten years. You can use the following lumpsum formula to calculate it: initial balance = final balance / (1 + rate of return/compounding frequency)periods. initial balance = 1,00,000 / (1 + 0.1/12)120 = 36,940.7.
A lumpsum calculator is a user-friendly online tool designed to estimate the returns on mutual fund lumpsum investments. You just have to provide the initial investment value, expected rate of returns, and investment period. With this information, the lumpsum calculator computes the returns an investment can generate on maturity.
Instant Calculation: When you use a lumpsum calculator, you can view the estimated returns within seconds. This facilitates faster decision-making. Better Financial Planning: You can use a lumpsum calculator to plan your investments better and select the ideal investment amount and tenure to obtain the returns you expect.
Lumpsum Calculator Mutual Fund (MF) Calulator helps you to calculate final maturity amount and interest amount of your principal mutual fund lumpsum or sip amount. Lumpsum Investment Amount (Rs) :
A lumpsum calculator is an online tool that helps you calculate estimated future value of your mutual fund investments for the expected rate of return. After you input, the initial investment amount, expected rate of return and the duration of investment, the calculator will show the estimated mutual fund returns.
14 mar 2024 · A Lumpsum Calculator is a financial tool that helps you calculate the future value of your lump sum investment. It takes into consideration the principal amount, rate of interest, and the time period of investment. The mathematics behind it is based on the compound interest formula, which is: A=P× (1+r/n)nt. Where A represents the total amount ...
