Determine if the argument is valid or invalid. give a reason to


1. Let p, q, and r be the aftercited declarations: p: Jamie is on the suite. q: Sylvia is at the fence. r: Nigel is in the car. Translate the aftercited declaration into English: (~q ^ r) --> ~p 

2. Determine which, if any, of the three declarations are equiponderant. I) If there is no stay left on the board, then we entertain had dinner. II) If we entertain had dinner, then there is no stay left on the board. III) If there is stay left on the board, then we entertain not had dinner. I, II, and III are equiponderant I and II are equiponderant II and III are equiponderant I and III are equiponderant None are equiponderant 

3. Determine if the dispute is weighty or infirm. Give a debate to clear defense. If the relative breaks, then the cradle get lapse. The relative breaks. The cradle get lapse. Weighty by the law of separation Weighty by the law of contrapositive Inweighty by lapseacy of the opposed Inweighty by lapseacy of the inverse Weighty by the law of syllogism Weighty by disjunctive syllogism 

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