Plan disciplined ETF investing with recurring contributions today. Visualize growth, shares, dividends, and annual costs. Build long-term confidence using consistent investing habits and projections.
| Scenario | Initial | Recurring | Frequency | Years | Price Growth | Dividend Yield |
|---|---|---|---|---|---|---|
| Balanced broad market | $5,000 | $500 | Monthly | 15 | 7.0% | 2.0% |
| Dividend focused plan | $10,000 | $700 | Monthly | 20 | 5.5% | 3.5% |
| Index starter strategy | $1,000 | $150 | Biweekly | 10 | 6.5% | 1.8% |
These sample rows are illustrative only and help users test the calculator quickly.
The calculator models share accumulation period by period. Initial money buys shares at the starting ETF price. Each recurring contribution buys more shares based on the chosen schedule and timing.
Contribution for each year:
Contributionyear = Base Contribution × (1 + Contribution Growth Rate)year - 1
Periodic price factor:
Price Factor = (1 + Annual Price Growth Rate)1 / Periods Per Year
Periodic dividend rate:
Dividend Rateperiod = (1 + Annual Dividend Yield)1 / Periods Per Year − 1
Periodic fee effect:
Fee Rateperiod = 1 − (1 − Annual Expense Ratio)1 / Periods Per Year
Portfolio value:
Portfolio Value = Shares Owned × Current ETF Price
Total account value:
Total Value = Portfolio Value + Unreinvested Dividends
Inflation-adjusted value:
Real Value = Ending Total ÷ (1 + Inflation Rate)Years
It estimates how recurring ETF purchases may grow over time. It also shows share accumulation, dividends, fee drag, ending value, and inflation-adjusted purchasing power.
Share price helps estimate how many ETF units each contribution buys. Rising prices usually reduce future share count, while lower prices increase accumulated shares.
You can choose reinvestment or keep dividends as cash. Reinvestment buys more shares, while cash dividends remain separate and are still included in total account value.
Fee drag estimates the value difference between your chosen expense ratio and a zero-fee version of the same projection. It highlights how costs compound over long periods.
No. It is a planning model based on assumptions you enter. Real ETF returns, dividend levels, market volatility, and fees can differ from projected values.
Inflation converts future money into present-value terms. This helps you judge what the projected balance may actually buy after several years.
Beginning-of-period investing gives contributions more time in the market. End-of-period investing is more conservative and may better match delayed salary or transfer timing.
Yes. Run the calculator multiple times with different yields, growth assumptions, fees, and contribution schedules. Then compare yearly tables, ending values, and fee drag.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.