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The probability of occurence of any particular combination of outcomes of a series of trials or events is equal to the coefficient corresponding to that combination divided by 2(n-1), the total of possible outcomes. Pascal's Triangle is a shorthand way of determining the binomial coefficients.
The probability of occurence of any particular combination of outcomes of a series of trials or events is equal to the coefficient corresponding to that combination divided by 2(n-1), the total of possible outcomes.
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