30-year plan
Very long horizon
Monthly: No change/mo
Ending balance: +$390,300
Horizon: +10 yrs
Want to know how much your investments could grow over time? This free compound growth calculator shows how starting balance, monthly contributions, expected return, and time work together. Not sure how a mortgage fits into the picture? Compare cash flow with the mortgage payment calculator and the home affordability calculator.
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Illustrative only — actual returns vary. Many long-term diversified portfolios use planning assumptions around 7.00%–8.00% before inflation.
20 years selected
How often returns are credited (e.g. monthly for many mutual funds, daily for some high-yield accounts).
$300,851
Growth share of ending balance
56.8%
Horizon
20 years
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Decision Workspace
Top 3 ranked scenarios
Very long horizon
Monthly: No change/mo
Ending balance: +$390,300
Horizon: +10 yrs
High cash commitment
Monthly: +$500/mo
Ending balance: +$260,463
Horizon: Same horizon
More time to compound
Monthly: No change/mo
Ending balance: +$161,439
Horizon: +5 yrs
About 57% of your ending balance is growth on contributions—time and return assumptions drive most of the story.
Adding $100/month could lift your ending balance by about $52,093 at these assumptions.
An investment calculator (often searched as a compound interest calculator) helps you translate a handful of assumptions—starting balance, ongoing contributions, expected return, and time—into a projected ending balance. It does not predict markets; it illustrates compounding math so you can compare scenarios and set savings goals.
In practical terms, it is a planning tool that estimates how money may grow when returns are reinvested and you keep contributing on a schedule. It is especially useful for long horizons such as retirement, college savings, or building taxable wealth after your core housing costs are under control. If you are also buying a home, pair this page with the home affordability calculator and the mortgage payment calculator so your investable cash flow matches your housing payment reality.
We combine three ideas you will see in most finance textbooks:
The chart and year-by-year table read from the same projection so the numbers stay consistent across the page.
Many articles show the classic lump-sum compound formula FV = P (1 + r/n)^(nt). With monthly contributions, the clean closed form is less intuitive, so we project month-by-month (the same approach as leading consumer finance tools): each month, the balance grows at the effective monthly rate, then your contribution is added.
balance_m = balance_(m-1) × (1 + r_month) + contribution_monthly
Where r_month is derived from your stated annual return and compounding frequency. That keeps the tool honest when you switch between monthly, daily, or annual compounding presets.
$300/month, 7% average annual return, 25 years, monthly compounding.
The point is not the exact dollar outcome—it is that most ending wealth often comes from time + consistency, not from picking a single hot stock.
A starting balance from a bonus or sale, plus smaller monthly deposits, is a common real-world pattern.
Use the what-if panel to see how +$100/month or +5 years shifts the curve.
You can model ideas like dollar-cost averaging (steady monthly buys), lump-sum investing after a windfall, or gradually increasing contributions as income rises. For retirement-specific framing, also browse our retirement calculator once you have a taxable-account projection you like.
If your timeline is shorter than five years, treat stock-like returns as uncertain; many planners dial down assumed volatility for near-term goals and favor cash or shorter-duration instruments—this tool still helps you see the sensitivity of outcomes to those choices.
Pair long-term investing with your housing plan—free tools, no sign-up. Explore calculators that affect monthly cash flow and net worth.
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