Time Value of Money Calculator: PV, FV, Rate & Periods

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What do you want to calculate?

Present Value (₹)

Interest Rate (% p.a)

Time Period (Years)

Compounding Frequency

Total Growth

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Growth %

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Valuation Summary

Future Value

₹0

Present Value Interest/Growth

Yearly Wealth Breakdown

A yearly view of how your capital appreciates across the chosen period.

Year	Opening Value	Interest Earned	Closing Value	Total Growth

TVM Formulas

Future Value (FV):

FV = PV × (1 + r/n)^nt

Present Value (PV):

PV = FV / (1 + r/n)^nt

PV: Present Value | FV: Future Value

r: Annual Interest Rate | t: Time in Years

n: Compounding frequency per year

What is Time Value of Money (TVM)?

The Time Value of Money (TVM) is the foundational cornerstone of all finance. It states that a rupee received today is worth more than the same rupee received in the future, because money available today can be invested to earn compounding returns and avoid inflation decay.

TVM underpins every financial calculation—from discounting corporate cash flows to scheduling mortgages. Calculate the discounted worth of future cash inflows using our present value calculator and project the compounded accumulation of savings on our future value calculator. You can see how compounding accelerates over multi-year horizons on our compound interest calculator, measure true annualized asset performance on our CAGR calculator, adjust for eroding purchasing power on our inflation calculator, and value corporate projects with our DCF calculator.

Why money today is worth more?

✅ Opportunity Cost: You can invest it and earn a return.
✅ Inflation: Rising prices erode the purchasing power of future cash.
✅ Risk: Future cash flows are uncertain compared to money in hand.

TVM Example

If you have ₹1,00,000 today and invest it at a 10% interest rate, you will have ₹1,10,000 in one year. Conversely, if you need ₹1,10,000 in one year, you only need to save ₹1,00,000 today. The ₹10,000 difference is the "Time Value" of that money.

Importance of TVM in Investing

Whether you are choosing between a lump sum payment today or an annuity in the future, TVM allows you to compare them on equal footing. It is the basis for CAGR calculations and retirement planning. By using our Future Value and Present Value features, you can see how inflation and real returns impact your lifestyle goals.

TVM Frequently Asked Questions

1. What are the 5 variables of TVM?

The five key variables are Present Value (PV), Future Value (FV), Interest Rate (i), Number of Periods (n), and Payment Amount (PMT). This calculator focuses on the relationship between PV, FV, Rate, and Time.

2. How does inflation affect TVM?

Inflation reduces the purchasing power of money over time. When calculating TVM for real-world goals, it is advisable to use an inflation-adjusted interest rate to see the "Real" future value.

3. Difference between Yearly and Monthly compounding?

The more frequently interest is compounded, the higher the total interest earned. Monthly compounding results in a slightly higher Future Value than yearly compounding for the same interest rate.

4. Where is TVM used in daily life?

It is used to calculate EMI for home loans, evaluate insurance policies, decide whether to take a discount on early payment of bills, and determine how much to save today for a future retirement goal.

5. What are the core components of the Time Value of Money (TVM) formula?

The five foundational variables of TVM are: Present Value (PV), Future Value (FV), Interest Rate per compounding period (r), Number of compounding periods (n), and Periodic Payment (PMT).

6. Why does compounding frequency increase the Effective Annual Rate (EAR)?

Compounding interest more frequently allows interest earned in early periods to earn its own interest sooner, resulting in a higher effective annual return.

7. How is TVM applied to evaluate loan amortization?

TVM mathematics equates the present value of all future monthly EMI installments discounted at the loan interest rate to the initial principal disbursed by the bank.

8. What is the relationship between Discounting and Compounding?

Compounding moves money forward in time to determine future value, while Discounting brings future cash flows backward in time to determine their present value today.

Time Value of Money Calculator India (2026)