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Dividend Capture Return Calculator

Test a dividend-capture trade — buy before the ex-date, collect the dividend, and see whether the price drop leaves you ahead after a quick sale.

Shares
Buy price
Dividend per share
Sell price (after ex-date)
Days held
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How it works

Net profit = shares × dividend + shares × (sell − buy) · Return = net profit ÷ cost · Annualized = return × 365 ÷ days

Dividend capture means buying a stock just before its ex-dividend date to collect the payout, then selling shortly after. The catch is that a stock's price typically drops by roughly the dividend amount on the ex-date, so the dividend and the price drop tend to cancel out — before you even account for trading costs and taxes. This calculator lets you enter your actual sell price to see whether the trade truly netted a gain, and the qualified-dividend holding period usually is not met, so the dividend is taxed at ordinary rates.

Worked example

Buying 500 shares at $60 costs $30,000. You collect a $0.90 dividend ($450) but the stock opens ex-dividend at $59.40, a $0.60 drop, or −$300. Net profit is 450 − 300 = $150, a 0.5% return over 3 days — about 60.8% annualized, though taxes and slippage eat into it.

Frequently asked questions

Why does the price drop on the ex-date?

On the ex-dividend date the company's value has fallen by the cash it is about to pay out, so the share price opens lower by approximately the dividend amount. That drop is why dividend capture is not free money.

Is the captured dividend taxed favorably?

Usually not. To get the lower qualified-dividend rate you must hold the shares for more than 60 days around the ex-date; a quick capture trade fails that test, so the dividend is taxed as ordinary income.

Does the strategy reliably work?

Rarely after costs. Because the price drop offsets the dividend and you also pay commissions, spreads and higher taxes, dividend capture only pays when the stock happens to recover faster than the dividend drop — which is not something you can count on.

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Educational estimate, not investment advice. Options and margin involve substantial risk.