{\S} is the sample space and {\A}, {\B} are two events of a random experiment. Match the items of List {\A} with the items of {\L} ist {\B}. List I List II I) A, B are mutually exclusive events a) P(A \cap B)=P(B)-P(\overline{A}) II) A, B are independent events b) P(A) \leq P(B) III) A \cap B=A c) P (\frac{\overline{A}}{B}) =1-P(A) IV) A \cup B=S d) P(A \cup B)=P(A)+P(B) e) P(A)+P(B)=2 [AP EAPCET 20 May 2024 Shift 1]

Correct Answer is : (I−d)(II−c)(III−b)(IV−a)

( {\I}- {\e}) ( {\II}- {\d}) ( {\III}- {\c}) ( {\IV}- {\b})

( {\I}- {\a}) ( {\II}- {\c}) ( {\III}- {\e}) ( {\IV}- {\b})

( {\I}- {\d}) ( {\II}- {\c}) ( {\III}- {\b}) ( {\IV}- {\a})

( {\I}- {\b}) ( {\II}- {\d}) ( {\III}- {\a}) ( {\IV}- {\c})

Test Index

Probability

Section: Mathematics

Question : 79

Total: 92

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