DCA Recovery Time Calculator
See how fast regular contributions can pull you out of the red.
Recovery Inputs
S&P 500 average is ~10% over long periods.
By adding $500.00 each month, you lower your "Average Cost" over time. Without DCA, you would need the asset to grow 100.0% just to break even!
The "Math of Recovery" After a Market Crash
One of the hardest lessons in investing is that a 50% loss requires a 100% gain just to get back to even. This asymmetric math is what makes bear markets so painful for buy-and-hold investors.
How DCA "Lowers the Bar"
When you are sitting on a loss, waiting for the market to return to your original buy price can take years—or even decades. Dollar Cost Averaging (DCA) changes the goalposts. By adding new capital at lower prices, you are buying "cheap" shares to balance out your "expensive" shares.
The DCA Advantage:
If you bought at $100 and the stock is now $50, you are down 50%. If you buy an equal amount more at $50, your new average cost is $75. Now the stock only needs to rise 50% (from $50 back to $75) for you to be whole, instead of rising 100% (to $100).
The Power of Compound Returns
Our calculator accounts for both your new monthly contributions and the assumed growth of your remaining balance. In a recovery phase, this compounding effect works in your favor, accelerating the timeline to positive territory.
DCA Average Cost Formula
The goal of DCA in a recovery is to bring your average cost basis down closer to the current market price, which drastically reduces the percentage gain required to break even.
Manual Step: Averaging Down a Loss
You bought 10 shares of a stock at $100 ($1,000 total). The stock crashes to $50 (a 50% loss). You decide to DCA by investing another $1,000 at the new low price.
Frequently Asked Questions
What is DCA?
Why does DCA speed up recovery?
Is DCA better than a lump sum?
Market Crash Scenarios
The 2008 Style Crash
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Frequently Asked Questions
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Sources & Citations
- Standard Mathematical Algorithms— IEEE Computation Standards
- Data Integrity & Local Processing Guidelines— W3C
- General Mathematical Verification— National Institute of Standards and Technology (NIST)
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