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A valid argument is often defined as one in which it is not [#permalink]

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22 Jul 2006, 19:33

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A valid argument is often defined as one in which it is not possible for all the premises to be true and the conclusion false. A circular argument is sometimes defined as one in which one of the premises is identical to the conclusion.

From these definitions we can infer that...

A) Every circular argument is valid as long as its premises are true.

B) Every valid argument is circular.

C) No circular argument is valid.

D) Some circular arguments are valid, and some are not.

E) Some circular arguments are not valid, and some valid arguments are not circular.

Not valid Argument: TT(All true premises) --> F (False conclusion)
Vaid argument: Everything else except the above combination.
So this means TT-->T, TF-->F,TF-->T and FF--> F are all valid.
Circular argument is one in which conclusion is one of premises..
TT-->T
TF-->F
TF-->T
FF-->F

I have done this question earlier. This is my error logs. This time I will not get it wrong. Thats why I am not answering it. Let others try.
_________________

Uh uh. I know what you're thinking. "Is the answer A, B, C, D or E?" Well to tell you the truth in all this excitement I kinda lost track myself. But you've gotta ask yourself one question: "Do I feel lucky?" Well, do ya, punk?

Valid argument - Not all premises are true - Hence some premises are true

Conclusion is not false.

Cicular arguments -

One of the premises is identical to conclusion.

Now the answer choices.

A - Not possible. Valid argument wont have all the premises true.
B - Valid argument can have the same premise as the conclusion and may not have one. Hence we cannot say whether every valid argument is circular.
C - Same as above. Circular arguments can be valid.
D - True.
E - IMO the best . Covers both valid and circular arguments.

A valid argument is often defined as one in which it is not possible for all the premises to be true and the conclusion false. A circular argument is sometimes defined as one in which one of the premises is identical to the conclusion.

From these definitions we can infer that...

A) Every circular argument is valid as long as its premises are true.

I choose A. An argument is defined as one in which there can be true and false premises. As long as there is at least one true premise a correct/true conclusion can be drawn. A circular aggument is one which the premise = conclusion. Now ststement tells us that all premises are true. So the argument has to be valid, since one of the premises is the conclusion.

A valid argument is often defined as one in which it is not possible for all the premises to be true and the conclusion false. A circular argument is sometimes defined as one in which one of the premises is identical to the conclusion.

From these definitions we can infer that...

A) Every circular argument is valid as long as its premises are true.

B) Every valid argument is circular.

C) No circular argument is valid.

D) Some circular arguments are valid, and some are not.

E) Some circular arguments are not valid, and some valid arguments are not circular.

OE: Some people find this paradoxical, but it follows directly that circular arguments are valid. If the premises are true, and the conclusion is one if the premises, it must be true. Another trick here is the word 'valid.' Just because an argument is valid, does not mean it is true. Many people will make that false assumption and be thrown off on this question.

wasn't this one cruel??? I was b/w A and C, picked C

I misunderstood what they meant by 'infer from the rules'. Basically it means assume these rules hold true. The question itself states that one rule holds true usually (but not everytime) and the other one holds true some of the time.

I switched my answer from A to E, thinking I had successfully avoided the trap.