If A is an event of a random experiment such that P(A): P(A)=5:11 than find . P(A) andP(A),
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According to the given ratio, the total number of events from the experiments is equal to the sum of the ratios which is 5 + 11=16
Probability = number of outcomes / total number of outcomes.
P(A) for the first one is 5/16 meaning the number of outcomes or rather events is equal to 5.
P(A) for the second one is 11/16 meaning the number of outcomes or events is 11.
Probability = number of outcomes / total number of outcomes.
P(A) for the first one is 5/16 meaning the number of outcomes or rather events is equal to 5.
P(A) for the second one is 11/16 meaning the number of outcomes or events is 11.
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Answer:
Step-by-step explanation:
Let p(A) =5x
And p(/A) =11x (/A is Probability of not A)
We know p(A) +p(/A) =1
Thus 16x=1
X=1/16
p(A) =5/16
p(/A)=11/16
There is no need to verify as we have got the answer by the theorem p(A) +p(/A) =1
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