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Just want to see if you get what i get.
Identify the argument as valid or invalid.
The argument has a true conclusion. All dogs have fur. All cats have fur. ______________ A cat is not a dog.
a. Valid
b. Invalid
I think it is valid.
Last edited by rune2402 (2007-10-30 18:28:01)
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What's meant to be in the underlined bit?
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i think it's just one of those typo type things in text books meant to drive the student crazy. I think they meant to write "therefore."
Last edited by rune2402 (2007-10-30 18:45:15)
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"This argument has a true conclusion: All dogs have fur. All cats have fur. A cat is not a dog."
That's invalid, because there is nothing in the statements that tell you a cat is not a dog.
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Dangit! I suspected that, but i answered wrong. Argh! i kinda felt that the premises implied the conclusion, but i know the premises must directly support the conclusion. ahhh! Thanks my friend.
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It depends which bit you're talking about. The argument is invalid, but the part that says that the argument has a true conclusion is valid.
It's perfectly true that cats aren't dogs, it's just that the previous statements didn't imply that.
It seems a bit of a strange way to argue though. If anything, a bad logician would read those two and then think that cats are dogs.
Why did the vector cross the road?
It wanted to be normal.
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