Q23

MCQ2 marks, −0.67

Which one of the following is the most appropriate logical formula to represent the statement? "Gold and silver ornaments are precious". The following notations are used: $G(x): x$ is a gold ornament $S(x): x$ is a silver ornament $P(x): x$ is precious

(A)

$\forall x(P(x) \implies (G(x) \wedge S(x)))$

(B)

$\forall x((G(x) \wedge S(x)) \implies P(x))$

(C)

$\exists x((G(x) \wedge S(x)) \implies P(x))$

(D)

$\forall x((G(x) \vee S(x)) \implies P(x))$

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