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Let p,q,r denote arbitrary statements . Then the logically equivalent of the statement $\;p \Rightarrow (q \lor r)\;$ is :

$(a)\;(p \lor q) \Rightarrow r\qquad(b)\;(p \Rightarrow q) \lor (p \Rightarrow r)\qquad(c)\;(p \Rightarrow \sim q) \land (p \Rightarrow r) \qquad(d)\;(p \Rightarrow q) \land (p \Rightarrow \sim r)$

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