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Investment Growth

Future Value Calculator

Find what an amount invested today will be worth at a future date.

Calculator inputs
$
%
yrs

Future value

$24,541

In 15 years

Total growth

$14,541

Growth multiple

2.45×

Key insight

Total growth
$14,541
Growth Share
59.25%
Growth multiple
2.45×
  • Starting Amount
  • Growth
$24,5410715Year 0: Starting Amount $10,000, Investment Growth $0, Total Future Value $10,000Year 0Starting Amount: $10,000Investment Growth: $0Total Future Value: $10,000Year 1: Starting Amount $10,000, Investment Growth $617, Total Future Value $10,617Year 1Starting Amount: $10,000Investment Growth: $617Total Future Value: $10,617Year 2: Starting Amount $10,000, Investment Growth $1,272, Total Future Value $11,272Year 2Starting Amount: $10,000Investment Growth: $1,272Total Future Value: $11,272Year 3: Starting Amount $10,000, Investment Growth $1,967, Total Future Value $11,967Year 3Starting Amount: $10,000Investment Growth: $1,967Total Future Value: $11,967Year 4: Starting Amount $10,000, Investment Growth $2,705, Total Future Value $12,705Year 4Starting Amount: $10,000Investment Growth: $2,705Total Future Value: $12,705Year 5: Starting Amount $10,000, Investment Growth $3,489, Total Future Value $13,489Year 5Starting Amount: $10,000Investment Growth: $3,489Total Future Value: $13,489Year 6: Starting Amount $10,000, Investment Growth $4,320, Total Future Value $14,320Year 6Starting Amount: $10,000Investment Growth: $4,320Total Future Value: $14,320Year 7: Starting Amount $10,000, Investment Growth $5,204, Total Future Value $15,204Year 7Starting Amount: $10,000Investment Growth: $5,204Total Future Value: $15,204Year 8: Starting Amount $10,000, Investment Growth $6,141, Total Future Value $16,141Year 8Starting Amount: $10,000Investment Growth: $6,141Total Future Value: $16,141Year 9: Starting Amount $10,000, Investment Growth $7,137, Total Future Value $17,137Year 9Starting Amount: $10,000Investment Growth: $7,137Total Future Value: $17,137Year 10: Starting Amount $10,000, Investment Growth $8,194, Total Future Value $18,194Year 10Starting Amount: $10,000Investment Growth: $8,194Total Future Value: $18,194Year 11: Starting Amount $10,000, Investment Growth $9,316, Total Future Value $19,316Year 11Starting Amount: $10,000Investment Growth: $9,316Total Future Value: $19,316Year 12: Starting Amount $10,000, Investment Growth $10,508, Total Future Value $20,508Year 12Starting Amount: $10,000Investment Growth: $10,508Total Future Value: $20,508Year 13: Starting Amount $10,000, Investment Growth $11,772, Total Future Value $21,772Year 13Starting Amount: $10,000Investment Growth: $11,772Total Future Value: $21,772Year 14: Starting Amount $10,000, Investment Growth $13,115, Total Future Value $23,115Year 14Starting Amount: $10,000Investment Growth: $13,115Total Future Value: $23,115Year 15: Starting Amount $10,000, Investment Growth $14,541, Total Future Value $24,541Year 15Starting Amount: $10,000Investment Growth: $14,541Total Future Value: $24,541
Future Value by Year
YearGrowthValue
1$617$10,617
2$1,272$11,272
3$1,967$11,967
4$2,705$12,705
5$3,489$13,489
6$4,320$14,320
7$5,204$15,204
8$6,141$16,141
9$7,137$17,137
10$8,194$18,194
11$9,316$19,316
12$10,508$20,508
13$11,772$21,772
14$13,115$23,115
15$14,541$24,541

How it's calculated

Formula

FV = PV · (1 + r/n)^(n·t)

How it works

The present amount grows by the periodic rate (r/n) once for every compounding period (n·t). More frequent compounding raises the exponent, so the same annual rate produces slightly more growth.

Variables

FV
Future value
PV
Present value (amount today)
r
Annual growth rate (decimal form). Example: 6% = 0.06
n
Compounding periods per year
t
Number of years

Worked example

Amount Today $10,000 Annual Growth Rate 6% Years 15 Compounding Monthly (n = 12) Calculation FV = 10,000 × (1 + 0.06/12)^(12 × 15) FV = 10,000 × (1.005)^180 ≈ $24,541 Result $10,000 grows to about $24,541 in 15 years — roughly $14,541 of it is growth.

Frequently asked questions

Why does compounding frequency matter?

More frequent compounding lets interest start earning interest sooner. The effect is small at low rates and grows at higher rates and longer horizons.

How do I find today's value of a future amount instead?

Use the Present Value calculator, which discounts a future sum back to today.

Is the growth rate guaranteed?

No. It's an assumption. Fixed products like CDs have a set rate, but market investments vary and can lose value in a given year.

Does this include contributions?

No — this projects a single lump sum. To add recurring deposits, use the Investment Return or Compound Interest calculator.

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