M represents the children in a class who have no brothers and 8 represents the children who have no sisters. $+$ denotes union, $*$ denotes intersection, and $(^{'})$ denotes complement. The set of children who have no siblings is

S^{'} + M^{'}

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(S * M)^{'}

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(S + M)^{'}

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S * M

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Solution

The correct option is C $(S + M)^{'}$
Solution
As per De Morgan's Law,
$´ (A \cup B) = ´ A \cap ´ B$ .
Correct answer is C, that is Set of children having no children.

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M represents the children in a class who have no brothers and 8 represents the children who have no sisters. + denotes union, ∗ denotes intersection, and (′) denotes complement. The set of children who have no siblings is

The correct option is C (S+M)′SolutionAs per De Morgan's Law,´(A∪B)=´A∩´B.Correct answer is C, that is Set of children having no children.

M represents the children in a class who have no brothers and 8 represents the children who have no sisters. $+$ denotes union, $*$ denotes intersection, and $(^{'})$ denotes complement. The set of children who have no siblings is

The correct option is C $(S + M)^{'}$
Solution
As per De Morgan's Law,
$´ (A \cup B) = ´ A \cap ´ B$ .
Correct answer is C, that is Set of children having no children.