Use the sample space S defined as S=[E_(1),E_(2),E_(3),E_(4),E_(5),E_(6),E_(7),E_(8),E_(9),E_(10)] Given overline (A)=[E_(2),E_(3),E_(6),E_(8)] and overline (B)=[E_(1),E_(4),E_(6),E_(7)] What is A intersection bar (B) a) [E_(1),E_(4),E_(6)] b) [E_(6),E_(7),E_(10)] c) [E_(5),E_(9),E_(10)] d) [E_(1),E_(4),E_(7)]

Question

Answer 1

The correct answer is a)

.To find the intersection of sets A and

, we need to identify the elements that are common to both sets.Set A is defined as

, which means it contains the elements

,

, and

.Set

\overline{B}=[E_{1},E_{4},E_{6},E_{7}]

E_{1}

E_{4}

E_{6}

E_{7}

\bar{B}

E_{6}

\bar{B}

[E_{6}]$.

Soru