which two of these three events are complementary?
a. The probablity that a student makes more than 13 mistakes is .32
B. The probability that a student makes 3 or more mistakes is .56
C. The probability that a student makes at most 13 mistakes is .68
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they are events that can't occur at the same time. For example, you toss a coin you get head or tails. These are complementary events since you can't have both at the same time, only one!
These events are said to be complementary.
Two events complementary when one event occurs if and only if the other does not. Simple event do not depend on other events, it consists of on and only one outcome Doctor Chuck aka mathdoc Two events complementary when one event occurs if and only if the other does not. Simple event do not depend on other events, it consists of on and only one outcome Doctor Chuck aka mathdoc
Given any event, the complementary event consists of all other possible outcomes.Given any event, the complementary event consists of all other possible outcomes.Given any event, the complementary event consists of all other possible outcomes.Given any event, the complementary event consists of all other possible outcomes.
Yes.