The probability that a student likes Math is 0.7 and the probability that a student likes History is 0.2 . If only 10% of students like both Math and History, what is the probability that a student chosen at random dislikes at least one of them?
Solution:
P(Maths)=P(M)=0.7
P(History)=P(H)=0.2
P(Math and History)=10%=P(M and H)=0.10
P(likes atleast one of them )=P(M)+P(H)-P(M and H)
=0.7+0.2-0.10
=0.80
probability that a student chosen at random dislikes at least one of them?
P(dislikes atleat one)=1-P(likes atleat one)
=1-0.80
=0.20
ANSWER:
he probability that a student chosen at random dislikes at least one of them=0.20
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