SIP Calculator
Calculate the estimated future value of monthly SIP investments based on your contribution, expected return, and investment duration.
Explore SIP CalculatorTopic hub
Explore how contribution timing, duration, and assumed returns affect investment projections.
Investment calculators show scenarios, not forecasts. A SIP models regular contributions, while a lumpsum calculation starts with one amount; both depend heavily on the return and duration assumptions entered.
Use this hub to choose the matching contribution pattern, separate money invested from estimated growth, and understand why real market outcomes can vary or be negative.
Follow this sequence from explanation and terminology to practical use.
Put the topic into numbers with production tools and visible assumptions.
Calculate the estimated future value of monthly SIP investments based on your contribution, expected return, and investment duration.
Explore SIP CalculatorEstimate a monthly SIP that increases after every 12 contributions and compare it with a regular SIP.
Explore Step-up SIPEstimate how long a lumpsum investment can sustain fixed monthly withdrawals, or the balance remaining after a chosen duration.
Explore SWPCalculate the estimated future value of a one-time investment based on the investment amount, expected return, and duration.
Explore Lumpsum CalculatorCalculate compound annual growth rate from a beginning value, ending value, and investment period, with total return and gain or loss.
Explore CAGR CalculatorEstimate the future cost of a current amount, or what a future amount is worth in today's purchasing power, under an assumed annual inflation rate.
Explore InflationProject the corpus your savings and contributions could reach by retirement, then see how long an inflation-adjusted monthly withdrawal could sustain it through retirement.
Explore Retirement CorpusBuild the conceptual foundation before comparing scenarios.
4 min read
SIP and lumpsum describe when money is invested. Neither method guarantees a return, and the useful comparison begins with cash flow, time, and risk.
Explore SIP vs Lumpsum: Understanding the DifferenceFollow a clear path through calculator inputs, outputs, and limitations.
4 min read
A SIP growth estimate separates the money contributed from a hypothetical gain. Its value depends on transparent assumptions, not on predicting the market.
Explore How to Estimate SIP GrowthCheck plain-language definitions for the concepts used in these calculations.
A SIP, or systematic investment plan, is a pattern of investing a chosen amount at regular intervals.
Explore SIPA Step-up SIP is a monthly investment plan whose contribution increases after each completed block of 12 contributions by a selected percentage or fixed amount.
Explore Step-up SIPAn SWP, or Systematic Withdrawal Plan, is a pattern of withdrawing a fixed amount from an existing investment at regular intervals while the remaining balance stays invested.
Explore SWPCompounding is growth calculated on an amount that can include previously added interest or returns.
Explore CompoundingCAGR, or compound annual growth rate, is the constant annual rate that connects a beginning value to an ending value over a period.
Explore CAGRPrincipal is the original amount borrowed or invested, before interest, returns, fees, or repayments are applied.
Explore PrincipalTenure is the agreed or selected length of time for a loan, deposit, or investment calculation.
Explore TenureInflation is the rate at which the general price level rises over time, reducing what a fixed amount of money can buy.
Explore InflationA retirement corpus is the total savings a person has built up by retirement, projected to be drawn down through regular withdrawals over the remaining retirement years.
Explore Retirement CorpusContinue with ThinkCalculator's published articles, guides, glossary terms, and public topic hubs.
Search learning resourcesThese resources are educational. Calculator results are estimates, and actual loan or investment outcomes can differ because of fees, taxes, timing, provider rules, and market movement.