Given the table of candy distribution below. find P(Not blue). the probability of selecting anything but an blue candy at random from a large bag.
Red=0.13 Orange=0.20 Yellow=? Green=0.16 Blue=0.24 Brown=0.13

Since, probability of selecting a blue candy and anything but a blue candy are mutually exclusive events, the probability of selecting anything but an blue candy at random from a large bag = P(Not blue) = 0.76

What are mutually exclusive events?

In logic and probability theory, two events are mutually exclusive or disjoint if they cannot both occur at the same time.

P(Blue) + P(Not blue) = 1 (mutually exclusive events)

0.24 + P(Not blue) = 1

P(Not blue) = 1 - 0.24 = 0.76

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Given the table of candy distribution below. find P(Not blue). the probability of selecting anything but an blue candy at random from a large bag. Red=0.13 Orange=0.20 Yellow=? Green=0.16 Blue=0.24 Brown=0.13

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What are mutually exclusive events?

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Given the table of candy distribution below. find P(Not blue). the probability of selecting anything but an blue candy at random from a large bag.
Red=0.13 Orange=0.20 Yellow=? Green=0.16 Blue=0.24 Brown=0.13