A box of cookies contains 12 chocolate-chip cookies, 6 peanut-butter cookies, and 6 sugar cookies. What is the probability of rand

A box of cookies contains 12 chocolate-chip cookies, 6 peanut-butter cookies, and 6 sugar cookies. What is the probability of randomly selecting a chocolate-chip cookie, eating it, and then randomly selecting a sugar cookie?

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  1. The formula for probability is given as:
    Probability = Number of required events / Total number of outcomes.
    The probability of randomly selecting a chocolatechip cookie, eating it, and then randomly selecting a sugar cookie is 3/23.

    What is probability?

    It is the chance of an event to occur from a total number of outcomes.
    The formula for probability is given as:
    Probability = Number of required events / Total number of outcomes.
    We have,
    A box of cookies contains 12 chocolatechip cookies, 6 peanutbutter cookies, and 6 sugar cookies.
    Total number of cookies = 12 + 6 + 6 = 12 + 12 = 24
    Now,
    The probability of randomly selecting a chocolatechip cookie.
    = 12/24
    = 1/2
    The remaining chocolate.
    = 24 – 1
    = 23
    Now,
    The probability of randomly selecting a sugar cookie.
    = 6/23
    Now,
    The probability of randomly selecting a chocolatechip cookie, eating it, and then randomly selecting a sugar cookie
    = 1/2 X 6/23
    = 3/23
    Thus,
    The probability of randomly selecting a chocolatechip cookie, eating it, and then randomly selecting a sugar cookie is 3/23.
    Learn more about probability here:
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