This calculator helps you model how an investment may grow over time. It separates principal from return, shows a year by year balance path, and lets you compare multiple scenarios before saving or sharing the result.
Input the amount you want to invest at the start of the period.
2
Set the annual return rate and time period
Use an expected annual rate and choose how many years to project.
3
Choose compounding and optional contributions
Select yearly or monthly compounding and add recurring deposits if needed.
4
Review the summary and yearly growth
Check future value, total return, principal share, yearly balances, and scenario comparisons.
Detailed guide and references▶
What the calculator shows
The result combines your starting balance, any recurring contributions, and the return generated over the selected period. The summary focuses on total future value and total return, while the charts and yearly table make it easier to see how much of the final amount came from deposits versus growth.
A visual example of how investment growth can be tracked over time.
Compounding basics
Compounding means returns are reinvested and begin generating their own return. When compounding happens more often, the ending value is usually slightly higher because gains are added back into the balance sooner.
A simplified future value expression can be written as FV = P × (1 + r/n)^(n×t), with recurring deposits added over the same schedule. Here P is the initial investment, r is the annual return rate, n is the number of compounding periods per year, and t is the number of years.
Investment types and typical use cases
Stocks are often chosen for long term growth, bonds are used for income and stability, real estate may provide rental income and appreciation, and diversified funds can reduce single asset risk. The right expected return depends on the asset mix, fees, taxes, and the time horizon you are modeling.
What affects return the most
Three inputs matter most in long range planning. First, the annual return rate changes the slope of the growth curve. Second, the time period gives compounding more time to work. Third, recurring contributions can materially increase the final value even when the return rate stays the same.
Use the scenario comparison table to test different deposit sizes, rates, and periods instead of relying on a single projection.
It includes the initial investment, annual return rate, time period, compounding frequency, and optional recurring contributions.
Does it include taxes, fees, or inflation?▶
No. The projection is simplified and meant for general planning only.
Why compare scenarios?▶
Comparing scenarios helps you see whether higher contributions, longer time periods, or a different return assumption has the largest impact on the result.
What is the most useful output to watch?▶
Future value is the main headline, but total return, return share, and the yearly balance table are often more useful for interpreting how the final amount is built.
Key takeaways
Compounding frequency changes the result even when the annual rate stays the same.
Recurring contributions can become a major part of future value over long periods.
Scenario comparisons are useful because expected return is never guaranteed.
Use the result as a planning estimate, not as a promise of actual performance.
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Investment Return Calculator
Total future value$0.00
Total return earned$0.00
Initial investment$0.00
Total contributions$0.00
Principal total$0.00
Annual return rate0%
CompoundingYearly
Contribution frequencyYearly
Investment period0 years
Return share0%
Principal versus return
Ending balance by year
How to interpret this result
Recent calculations on this device
Year by year balances
Share or save
The result is a planning estimate only and may differ from actual investment performance.