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1 Generally a unconvincing arguement. 2 More formally, a illogical arguement.

1 I am right cause, well, I am right.

2 All widjets are blue, therefore the moon is made of cheese.

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14y ago

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Is it possible to have an argument that is weak and uncogent?

An argument that is weak is, by definition, uncogent....


Can a valid argument be weak?

Yes, a valid argument can still be weak if the premises provided are not strong or relevant enough to support the conclusion. Validity refers to the logical structure of an argument, while the strength of an argument refers to the quality and persuasiveness of the premises.


Is it true that valid arguments are said to be strong or weak?

Valid arguments are not described as strong or weak. Validity refers to the logical structure of an argument - if the premises logically lead to the conclusion. An argument can be valid but still weak if the premises are not well-supported or sound.


Are Valid arguments strong or weak?

A valid argument is certainly stronger than an invalid argument. but an argument can be valid and still be relatively weak. Validity and strength are not the same, although they are both good features for an argument to have.


What is a strong or weak argument?

A strong argument is one that is logically sound, supported by evidence and reasoning, and addresses counterarguments effectively. A weak argument lacks evidence, has logical fallacies, and relies on emotional appeals rather than facts.


What does its with out ' mean in grammar?

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How is crossing examination similar in a debate and in a trial?

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No, an argument cannot be void. An argument can be weak, flawed, or unconvincing, but it still retains its basic structure and content. A void argument would imply that there is no argument at all.


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Yes, if the conclusion of an argument is just as likely to be false as it is to be true based on the premises provided, then the argument is considered weak because it does not provide strong support for the conclusion. The premises should logically lead to the conclusion, rather than leaving it equally likely to be true or false.


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