Present Value Calculator
InvestmentA rupee tomorrow is worth less than a rupee today. Present value tells you exactly how much less.
In short: The Present Value Calculator is a free online tool that lets you find what a future sum of money is worth in today’s rupees — instantly, with charts, a worked example and the exact formula.
Your inputs
Your inputs
- Future amount
- ₹10,00,000
- Discount rate
- 8%
- Time period
- 10 yrs
Present value
₹4,63,193
Worth today
Future value
₹10,00,000
Discount amount
₹5,36,807
Value lost to time
Present vs future value
How much a future sum is worth in today’s money.
Present value by year
| Year | Present value | Discount |
|---|---|---|
| 1 | ₹9,25,926 | ₹74,074 |
| 2 | ₹8,57,339 | ₹1,42,661 |
| 3 | ₹7,93,832 | ₹2,06,168 |
| 4 | ₹7,35,030 | ₹2,64,970 |
| 5 | ₹6,80,583 | ₹3,19,417 |
| 6 | ₹6,30,170 | ₹3,69,830 |
| 7 | ₹5,83,490 | ₹4,16,510 |
| 8 | ₹5,40,269 | ₹4,59,731 |
| 9 | ₹5,00,249 | ₹4,99,751 |
| 10 | ₹4,63,193 | ₹5,36,807 |
Value today of the future amount if received after each year.
How the Present Value Calculator works
Formula
- PV
- Present value (worth today)
- FV
- Future value (amount received later)
- r
- Discount rate per year (as a decimal)
- n
- Number of years until you receive it
Step-by-step calculation
Worked with the default values.
- 1
Discount factor
(1 + 8%)^10
= 2.159
- 2
Present value
₹10,00,000 ÷ (1 + 8%)^10
= ₹4,63,193
- 3
Discount amount
Future value − Present value
= ₹5,36,807
How it works
- A future amount is divided by a growing discount factor to bring it back to today’s value.
- A higher discount rate or a longer wait shrinks the present value, because money could have earned returns in the meantime.
- The gap between the future amount and its present value is the opportunity cost of waiting.
Examples
₹10,00,000 due in 10 years, discounted at 8%
Worth about ₹4.63 lakh in today’s money.
₹10,00,000 due in 5 years, discounted at 8%
Worth roughly ₹6.81 lakh today — closer because the wait is shorter.
Understanding the Present Value Calculator
The idea behind present value
Present value rests on one of the most important ideas in finance: money has a time value. A rupee in your hand today is worth more than the promise of a rupee next year, because today’s rupee can be invested and grow. Present value simply reverses that growth — it discounts a future amount back to what it is worth right now.
The calculator divides the future amount by a discount factor, (1 + r) raised to the number of years. The larger the rate or the longer the wait, the bigger that factor, and the smaller the present value. The difference between the future amount and its present value is the opportunity cost: the growth you give up by receiving the money later rather than now.
Why the discount rate matters most
The single biggest driver of a present value calculation is the discount rate you choose. It represents the return you could earn on a comparable investment. Pick 6% and a future sum looks fairly valuable today; pick 12% and the same sum shrinks sharply, because your money could have grown much faster elsewhere. This is why analysts always test a range of rates rather than trusting a single figure.
Where you will use it
Present value is everywhere in practical finance:
- Valuing offers — comparing a lump sum today against payments spread over years.
- Bonds and annuities — the price of a bond is the present value of its future coupons and principal.
- Investment appraisal — net present value discounts a project’s future cash flows to judge whether it creates value.
Getting a realistic answer
To make present value meaningful, match the discount rate to the risk of the money involved and be honest about how long you must wait. If you care about purchasing power, use a real rate that strips out inflation. Used thoughtfully, present value cuts through the illusion that a big future number is automatically a good deal — it tells you what that promise is really worth in the money you can spend today.
Pros
- Puts payments received at different times on a fair, like-for-like basis.
- Underpins bond, annuity and net present value analysis.
- Makes the opportunity cost of waiting for money explicit.
- Simple to apply with just a future amount, rate and period.
- Helps you judge lump-sum versus instalment offers objectively.
Cons
- The result is highly sensitive to the discount rate you pick.
- Assumes a single constant rate over the whole period.
- Ignores inflation unless you deliberately build it into the rate.
- A single future amount does not capture irregular cash-flow streams.
Tips
- 1Choose a discount rate that matches the risk of the money you are valuing.
- 2Test a range of rates to see how sensitive the present value is.
- 3Use a real (inflation-adjusted) rate when you want purchasing power, not nominal value.
- 4For multiple future payments, discount each one and sum them.
- 5Compare the present value against any lump-sum alternative before deciding.
Frequently asked questions
Everything you need to know about the Present Value Calculator.
What is present value?
What discount rate should I use?
Why does a higher discount rate lower present value?
How is present value different from future value?
When would I use a present value calculation?
Does present value account for inflation?
Is a longer wait always worse?
Can present value help me choose between a lump sum and instalments?
People also calculate
Related tools you might find useful.
Future Value Calculator
Project the future value of a lump sum plus monthly contributions.
Time Value of Money Calculator
See how a sum of money today grows in value over time.
NPV Calculator
Judge a project by discounting its future cash flows to today.
CAGR Calculator
Measure the compound annual growth rate of any investment.
SIP Calculator
Estimate the future value of your monthly mutual fund SIP investments.
FD Calculator
Calculate the maturity value and interest earned on a fixed deposit.
Explore every calculator
From investments to loans and taxes — find the right tool in seconds.
Browse calculators