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137 bytes removed ,  22:17, February 27, 2008
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this is more confusing than helpful
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#Therefore, all sophomores are undergraduates.
 
#Therefore, all sophomores are undergraduates.
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One could as easily argue that all undergraduates are also sophomores, and the argument would be equally valid--or invalid in this case. However, one can establish the truth of the conclusion in another way--in this case, by [[definition]].
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However, one can establish the truth of the conclusion in another way--in this case, by [[definition]].
    
Logical fallacy ''is not'' the same as lying. A ''lie'' in logic is a premise that one offers while knowing that it is false. False premises can still be part of valid arguments, but conclusions having false premises to support them will be unreliable. A logical fallacy, then, is a flawed argumental structure, one that would lead to an unreliable conclusion even when its premises are true.
 
Logical fallacy ''is not'' the same as lying. A ''lie'' in logic is a premise that one offers while knowing that it is false. False premises can still be part of valid arguments, but conclusions having false premises to support them will be unreliable. A logical fallacy, then, is a flawed argumental structure, one that would lead to an unreliable conclusion even when its premises are true.
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