Dollar Cost Averaging
Calculator (DCA)
Model the long-term value of regular investing and compare it to a lump sum strategy. Includes management fee drag and a year-by-year breakdown.
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Used in both strategies. The lump sum comparison adds the equivalent of all monthly contributions invested upfront.
Low-cost index fund default: 0.10%. Typical active fund: 0.75-1.5%.
DCA Final Value
Lump Sum Final Value
Total Amount Invested
DCA vs Lump Sum
Note: Lump sum historically outperforms DCA approximately 66% of the time in rising markets (Vanguard research), but DCA reduces timing risk and is practical for regular savers who build wealth from monthly income rather than a windfall.
Year-by-Year Comparison
| Year | DCA Value | Lump Sum Value | DCA Contributions to Date |
|---|
How Dollar Cost Averaging Works
Invest a Fixed Amount Regularly
Commit to investing a set amount each month β say $500 or £400 β regardless of whether markets are up or down. This removes emotion and timing decisions from the investment process.
Buy More When Prices Fall
When markets fall, your fixed contribution buys more units. When markets rise, you buy fewer. Over time this averages down the cost per unit compared to making a single purchase at one price point.
Compound Over the Long Term
Each monthly contribution starts compounding immediately. Early contributions have the longest time to grow, making the first years of a DCA plan disproportionately valuable to the final outcome.
The Calculation Method
This calculator computes two strategies side by side. The DCA strategy grows each monthly contribution from the point it is invested using the net monthly return (annual return minus annual fee drag). The lump sum strategy assumes all money β both the initial lump sum and the total of all planned monthly contributions β is invested at the start of the period.
- Net monthly return: (1 + return% / 100)1/12 − 1 − fee% / 100 / 12
- DCA final value: annuity formula FV = PMT × [(1+r)n − 1] / r × (1+r), plus lump sum × (1+r)n
- Lump sum final value: (PMT × n + lump sum) × (1+r)n β all capital invested at month 1
- The lump sum comparison represents perfect market timing β investing everything at the lowest point before growth
Frequently Asked Questions
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