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What is the probability that the next child of the Harrison family will be a boy (giving them 14 boys in a row)? (Assume that the probability of having a boy or a girl is the same.)
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The probability of having a girl or a boy doesn't change even if they had 14 boys in a row... So, we can assume that this thing has been given in the question just to confuse you out..:) Can you try it now ?
@Rebecca30 ?? You there? And the formula for finding the probability is The number of possible outcomes is only two...since a child could either be girl or a boy and no. of desired outcomes = 1 = boy \[= \frac{ Number of desired out comes }{ Total number of outcomes}\]
No of desired outcomes / total number of outcomes = probability
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