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  2. Bank of Montreal (TSE:BMO) Has Announced That It Will Be ...

    www.aol.com/news/bank-montreal-tse-bmo-announced...

    Bank of Montreal's ( TSE:BMO ) dividend will be increasing to CA$1.33 on 28th of February. Based on the announced...

  3. Bank of Montreal's (TSE:BMO) Upcoming Dividend Will Be ... - AOL

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  4. Bank of Montreal (BMO) is a Top Dividend Stock Right Now ...

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  5. Ex-dividend date - Wikipedia

    en.wikipedia.org/wiki/Ex-dividend_date

    Thus the key date for a stock purchase is the ex-dividend date: a purchase on that date (or after) will be ex (outside, without right to) the dividend. If, for whatever reason, a share transfer prior to the ex-dividend date is not recorded on the register in time, the seller is obligated to repay the dividend to the buyer when he receives it.

  6. Dividend - Wikipedia

    en.wikipedia.org/wiki/Dividend

    A dividend is a distribution of profits by a corporation to its shareholders, after which the stock exchange decreases the price of the stock by the dividend to remove volatility. The market has no control over the stock price on open on the ex-dividend date, though more often than not it may open higher. [1]

  7. Dividend stripping - Wikipedia

    en.wikipedia.org/wiki/Dividend_stripping

    Dividend stripping is the practice of buying shares a short period before a dividend is declared, called cum-dividend, and then selling them when they go ex-dividend, when the previous owner is entitled to the dividend. On the day the company trades ex-dividend, theoretically the share price drops by the amount of the dividend.

  8. Bank of Montreal (TSE:BMO) Is Paying Out A Larger Dividend ...

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  9. Dividend yield - Wikipedia

    en.wikipedia.org/wiki/Dividend_yield

    The calculation is done by taking the first dividend payment and annualizing it and then divide that number by the current stock price. In other words, if the first quarterly dividend were $0.04 and the current stock price were $10.00 the forward dividend yield would be 0.04 × 4 10 = 1.6 % {\displaystyle {\tfrac {0.04\times 4}{10}}=1.6\%} .