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Bunuel
Whoever is kind is loved by somebody or other, and whoever loves anyone is happy. It follows that whoever is kind is happy.

The conclusion follows logically if which one of the following is assumed?


(A) Whoever loves someone loves everyone.

(B) Whoever loves everyone loves someone.

(C) Whoever is happy loves everyone.

(D) Whoever loves no one is loved by no one.

(E) Whoever loves everyone is kind.
The quote 'Don't judge a book by its cover' aptly fits for this one.
This one blew me for its abstractness. It has got straightforward path which must be followed to correctly answer it. Highlighted text is conclusion.

Kind ---> Loved(by somebody)
Loves(anyone) ---> happy

So, how can
kind ---> happy

Hence some relationship must be established between loved and loves. By that logic only D makes sense. But this is not an easy one as I picked E which is wrong again because it may be true in real world, not here. Most absurd is B. C is kind of a trap. A is an extreme because it goes way beyond what may be required, but even if it hits right notes, they are not the ones we are looking for.

Answer D.
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Bunuel
Whoever is kind is loved by somebody or other, and whoever loves anyone is happy. It follows that whoever is kind is happy.

The conclusion follows logically if which one of the following is assumed?


(A) Whoever loves someone loves everyone.

(B) Whoever loves everyone loves someone.

(C) Whoever is happy loves everyone.

(D) Whoever loves no one is loved by no one.

(E) Whoever loves everyone is kind.

EXPLANATION FROM POWER PREP



To solve this question quickly and efficiently, you need to diagram the conditional reasoning that underlies the argument:

    Premise: Kind → Loved by others

    Premise: Love anyone → Happy

    Conclusion: Kind → Happy

Clearly, this chain of reasoning is missing a link between "loved by others" and "loving anyone." Since the question stem is asking us to identify an assumption that will be sufficient to prove the conclusion, we need to look for an answer that establishes the following:

    Loved by others → Love anyone

That is, whoever is loved by somebody or other loves anyone. This would lead to the correct conclusion by additive inference with the existing premises. Alternatively, you can look for the logical equivalent of this idea, which is expressed by the contrapositive:

    Love othersLoved by others

That is, whoever loves nobody is loved by nobody. Answer choice (D) is therefore correct.

Answer choice (A): Love someone → Love anyone

This answer choice fails to link the first premise to the rest of the argument, and instead introduces another conditional element (loving someone). If whoever loves someone loves everyone, and premise #2 requires that whoever loves anyone is happy, we can only conclude that whoever loves someone is happy. Since this is not the conclusion we are asked to justify, this answer choice is incorrect.

Answer choice (B): Love anyone → Love someone

This answer choice has the same implications as answer choice (A); in fact, it is the Mistaken Reversal of that answer. Both answer choices fail to link the element of kindness to the conclusion and are therefore incorrect.

Answer choice (C): Happy → Love anyone

This answer choice is the Mistaken Reversal of the second premise of the argument. This creates a circular chain of reasoning, wherein each statement both implies and is implied by the other.

Answer choice (D): This is the correct answer choice. See discussion above. Even if you failed to diagram the conditional reasoning relationships in this argument, you should notice that this answer choice is the only one that mentions the element of "loved by," and one of only two answer choices that refers to being "kind." Both of these elements are constitutive of the first premise of the argument and must be linked to the conclusion.

Answer choice (E): Love anyone → Kind

When added to the premises, this statement only proves that whoever loves anyone is both kind and happy. But this does not lead to the conclusion that whoever is kind is happy, since some people who are kind may not love anyone. Two necessary conditions (kindness and happiness) which are both inferred by the same sufficient condition (loving anyone) do not infer each other.
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