The statement ‘If it rains tomorrow, then if I get paid, I will go to Paris.’ is equivalent to

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If it rains tomorrow or I get paid, then I will go to Paris.

If neither it rains tomorrow nor I get paid, then I will not go to Paris.

Either it rains tomorrow and I get paid or I will not go to Paris.

It does not rain tomorrow or I do not get paid or I will go to Paris.

answer is C.

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Detailed Solution

Let p: It rains tomorrow, q: I get paid and r: I will go to Paris. Then the given statement is $p \to (q \to r) . p \to (q \to r) \equiv p \to (~ q \lor r) \equiv ~ p \lor (~ q \lor r)$
So, only option (C) is correct.

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