Future Value: What Your Money Is Worth Later
A lump sum, a monthly habit, and the inflation adjustment most projections leave out.
Quick answer: Future value is what a sum of money will be worth after earning a return for a set period. $5,000 at 5 percent for 10 years grows to $8,144. The calculator handles a lump sum, regular contributions, or both together, and compounds at whatever frequency you set.
Future value is the arithmetic behind every retirement projection you have ever been shown. It is also the number most often quoted without the caveat that matters, which is what the money will actually buy by the time you get there. Both halves are worth doing.
Lump sums and contributions are different sums
A lump sum grows by multiplication. $5,000 at 5 percent for 10 years is 5,000 × 1.05^10, which comes to $8,144. Nothing else happens to it. You added $0 along the way and gained $3,144.
Regular contributions work differently, because each deposit has a different amount of time to grow. Put in $200 a month for 10 years at 5 percent and you finish with about $31,055. You contributed $24,000 of that, so growth added $7,055. The first deposit compounded for a decade, the last one for a month.
Run both together and the calculator adds the two results. That is the realistic case for most people: an existing balance plus a standing order. The longer piece on compounding shows what the same habit does over 30 years rather than 10.
Compounding frequency moves the answer
Take that same $5,000 at a nominal 5 percent for 10 years. Compounded once a year it reaches $8,144. Compounded monthly it reaches $8,235. Ninety-one dollars is not dramatic, but it is exactly why quoted rates and effective rates differ, and why comparing two accounts on headline rate alone can mislead you.
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Open the Future Value CalculatorThe number is in future money, not today's money
Here is the caveat. That $8,144 arrives in 10 years, when prices have moved. At 2.5 percent inflation it buys what $6,362 buys today. So the real gain on your $5,000 is about $1,362, not $3,144. Less than half of the headline growth was genuine purchasing power.
Two ways to handle it. Either compute the future value normally and then discount it back, or enter a real return in the first place, which is the nominal return minus inflation. A 7 percent portfolio with 2.5 percent inflation gives you roughly 4.5 percent real. Using the real rate makes every figure the calculator prints comparable to today's prices, which is far easier to judge against a goal.
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Use the Future Value CalculatorHow to use the future value calculator
Four inputs cover it: the starting amount, the regular contribution, the annual rate, and the number of years. Set the compounding frequency to match the account, monthly for most savings accounts and annually for a simple index projection. Leave the starting amount at zero if you are beginning from nothing, and leave the contribution at zero for a pure lump sum.
Take the rate from your account documentation rather than an advert, and take the contribution from your actual standing order rather than what you intend to save. If you want the reverse question, how much to put away each month to hit a target, the savings calculator guide covers that setup.
Common questions
What rate should I use for investments? Nobody knows the future, so use a range instead of a point. Running the same projection at 4, 6 and 8 percent tells you far more than any single figure. If the plan only works at 8 percent, it is not a plan.
Does the calculator account for tax? No, unless it says so. Growth inside a UK ISA up to the £20,000 annual allowance, or inside a US 401(k) or Roth IRA, is sheltered. In a taxable account you need to cut the return by whatever your dividend and capital gains rates take out, which can easily cost a percentage point a year.
How is this different from a compound interest calculator? Barely at all in mechanics. Compound interest tools usually focus on a fixed savings rate, while future value tools are set up to accept contributions and to be run backwards to a present value. Same equation, different default framing.
Why does my pension provider give a lower number? Providers deduct charges before projecting, and regulators require conservative growth assumptions. An annual fee of 0.75 percent on a 6 percent return leaves 5.25 percent. Over 25 years every 100 put in grows to 429 at the full rate but only 359 after the fee, so the charge quietly removes about 16 percent of the final pot.
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