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Examine the following statements 1 Only when i am boared. I watch tv if i am bored 2

I am never bored when i have my brother's company From statement 1, it is clear that.i Whenever i go to the theatre i take my brother along which one of the following conclusions is valid in the context of the above statements ?

Given =i watch tv only if i am bored this is not in standard format

So first exchange position only if i’m bored (1), i watch tv (2) what is the valid inference Just look at the formula table only if 1=>2 then ~1=~2 valid inference= if i’m not bored, i do not watch tv Look at the statements given in the answer choices, (d) matches. I am never bored when i have my brother’s company

Whenever i go to the theatre i take my brother along Which one of the following conclusions is valid in the context of the above statements (a) if i am bored, i watch tv (b) if i am bored, i seek my brother’s company

(c) if i am not with my brother, then i watch tv.

A) if i am bored i watch tv b) if i am bored, i seek my brother’s company C) if i am not with my brother, than i'll watch tv D) if i am not bored i do not watch tv None but students are the members of the club

Some members of the club are married All married persons are invited for dance. So, if i am not bored I do not watch tv

So, option (d) is correct.

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