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Find Future Value Calculator

FV Calculator works out Present value and Future value from Present value (amount today), Future value (amount later) and Annual rate. The default figures on this page give future value of 16,288.95; change any entry and the result, the working and the sources update together.

Future value
16,288.95
Present & Future Value Calculator
Present value
10,000.00
Annual rate
5.000000 %
Years
10.000000
Compounding periods
10.000000
Rate per period
5.00000000 %
Total paid in as payments
0.00
Interest earned
6,288.95
Discount factor 1/(1+i)^N
0.61391325
Effective annual rate
5.000000 %
Worked out from Researched contract R2719, Lump-Sum Compound-Interest Calculator and 2 other sources.

Your figures

Updates as you type
Formatting only. This does not change the calculation.
The lump sum available or invested today. Ignored when you are solving for it.
The amount received at the end of the term. Ignored when you are solving for it.
The nominal annual interest or discount rate, before compounding. Ignored when you are solving for it.
1 annual, 2 semi-annual, 4 quarterly, 12 monthly, 365 daily. Payments, if any, are made once per compounding period.
The length of the term. Ignored when you are solving for it.
An optional level amount paid in every compounding period. Leave at 0 for a plain single sum.

How this is worked out

5 steps
  1. Rate per period i = 5% / (100 x 1) = 0.05.
  2. Number of periods N = 1 x 10 = 10.
  3. Growth factor (1 + i)^N = 1.6288946268; discount factor 1/(1+i)^N = 0.6139132535.
  4. No level payments, so the single-sum form FV = PV (1 + i)^N applies.
  5. Present value 10000 grows to future value 16288.95; interest = FV - PV - payments = 6288.95.

Its 5 worked examples are re-run on every release, last on 15 September 2026. What changed

Sources and references

3 sources
Researched contract R2719, Lump-Sum Compound-Interest Calculator
FV = P*(1 + r/(100*n))^(n*t); interest = FV - P, with the domain restriction 1 + r/(100*n) > 0 and no intermediate rounding.
Time-value-of-money identity PV(1+i)^N + PMT((1+i)^N - 1)/i - FV = 0
The standard annuity/compound-sum relation underlying the spreadsheet PV, FV, RATE and NPER functions. The single-sum contract above is its PMT = 0 case.
US Securities and Exchange Commission (Investor.gov), Compound Interest Calculator
Regulator-published reference implementation of the same identity.

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What the FV Calculator calculates

Solves the time-value-of-money equation for a single sum plus optional level payments, returning present value, future value, the implied rate or the time required under any compounding frequency.

How to use this FV Calculator

Enter Present value (amount today), Future value (amount later), Annual rate and Compounding periods a year. Present value updates as you type. Change one figure at a time to see what drives the result.

How the result is worked out

Open “How this is worked out” beside the result for the step-by-step calculation behind Present value, Future value and Annual rate.

The method follows Researched contract R2719, Lump-Sum Compound-Interest Calculator, Time-value-of-money identity PV(1+i)^N + PMT((1+i)^N - 1)/i - FV = 0 and US Securities and Exchange Commission (Investor.gov), Compound Interest Calculator.

What you can compare

Change one input at a time to see how it affects Present value, Future value and Annual rate. The inputs you can vary are Present value (amount today), Future value (amount later), Annual rate, Compounding periods a year, Number of years and Payment each period.

Results are general information, not financial, tax, legal, medical or engineering advice. Check any decision that matters with a qualified professional.

Embed this calculator on your website

Copy this code into any page. The calculator appears with the figures currently entered, sizes itself to fit, and a small credit line links back here. Free, no account, no ads inside it, no tracking of your readers. Set your own figures and fixed fields; Personal removes the credit line, sets your colour and shows you which sites use it.

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Frequently asked questions

How to do future value on a calculator?

Solves the time-value-of-money equation for a single sum plus optional level payments, returning present value, future value, the implied rate or the time required under any compounding frequency. Open “How this is worked out” beside the result to see each step for your own figures.

What is the future value of $1000 in 5 years at 8?

On the figures this page opens with — future value (amount later) 1,000, annual rate 8% and number of years 5 years — the future value is 16,288.95. No single number fits everyone: change any figure above and the answer updates as you type, with each step of the arithmetic beside it.

How do you calculate the FV?

It needs Present value (amount today), Future value (amount later), Annual rate, Compounding periods a year, Number of years and Payment each period. Nothing else is required, and the figures stay in your browser.

How to calculate FV manually?

The result gives Present value, Future value, Annual rate, Years, Compounding periods and Rate per period, each labelled with its unit so the figure can be read on its own.

How do I calculate future value?

The page opens with worked default figures: future value of 16,288.95. Replace them with your own and every figure updates as you type.

What information do I need for the FV Calculator?

You need Present value (amount today), Future value (amount later), Annual rate, Compounding periods a year, Number of years, Payment each period and Payments fall. The page opens with default figures that give future value of 16,288.95, so you can see the scale before entering your own.

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