Financial Calculators
Manage your loans, taxes, and savings
Investing
Project investment growth with flexible compounding, contribution schedules, inflation toggles, and AI savings insights.
Adjust principal, contributions, and compounding to see how your portfolio evolves.
Copy your base plan, tweak rate or deposits, and measure the difference.
Future value
$71,771.62
Total contributions
$39,419.00
Total growth
$22,352.63
Inflation-adjusted value
$57,735.62
Latest checkpoints highlight cumulative deposits, growth, and real value.
How do monthly deposits affect the outcome?Every recurring deposit compounds alongside the principal, so even small monthly contributions produce significant growth over time.
Can I include inflation in the projection?Enable inflation to see real purchasing power—vital when planning decades ahead.
How often should I revisit the plan?Review annually or after major life events to adjust contributions, risk tolerance, or goals.
Project savings or investment balances in a few inputs.
Enter the initial balance, annual interest rate, and number of years.
Select how often interest compounds and add recurring deposits if you plan to contribute.
Toggle the inflation slider to see real (purchasing power) results alongside nominal growth.
Check ending balance, total interest, contribution totals, and the growth chart.
Jordan wants to grow a mid-career retirement account with consistent monthly deposits.
Jordan enters the current balance, 6% rate, monthly compounding, and 20-year horizon to view nominal growth.
They enable a 2% inflation adjustment to understand the purchasing power of the future balance.
By increasing deposits to $200 per month, the summary shows an extra $13,000 in ending balance.
Jordan commits to the higher contribution knowing the inflation-adjusted balance still meets retirement goals.
Yes. Pick any frequency from annual to daily; the effective annual rate updates automatically.
Use the contribution start delay to skip deposits until the year or month you choose.
Real balance divides the nominal result by cumulative inflation so you can compare future purchasing power to today's dollars.
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