Exam 4: Categorical Propositions

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Some poets are sensitive souls. Therefore, some poets are not insensitive souls.

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It is false that all cowboys are romantic icons. Therefore, no cowboys are romantic icons.

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All proponents of globalization are individuals unconcerned with world poverty. Therefore, all individuals concerned with world poverty are opponents of globalization.

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It is false that some rare coins are worthless collectibles. Therefore, it is false that all rare coins are worthless collectibles.

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No mint juleps are sour concoctions. Therefore, no sour concoctions are mint juleps.

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Some crystal vases are not China teapots. Therefore, some China teapots are not crystal vases.

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In each problem below you are given a statement, its truth value in parentheses, and an operation/relation to be performed on that statement. You must identify the new statement and the truth value of the new statement. Take the Aristotelian standpoint and assume that ‘A’ and ‘B’ denote things that actually exist. -No non-A are B. (T) Conversion

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Given the categorical proposition "Some mathematicians are not topologists." If the quantity but not the quality is changed, the resulting proposition is:

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It is false that all water sprites are charming nymphs. Therefore, some water sprites are not charming nymphs.

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Not all parrots are colorful.

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It is false that no high schools are institutions plagued by drunkenness. Therefore, it is false that some high schools are not institutions plagued by drunkenness.

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It is false that some gothic cathedrals are not rich legacies. Therefore, some gothic cathedrals are rich legacies.

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She sings whenever she is happy.

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In each problem below you are given a statement, its truth value in parentheses, and an operation/relation to be performed on that statement. You must identify the new statement and the truth value of the new statement. Take the Aristotelian standpoint and assume that ‘A’ and ‘B’ denote things that actually exist. -All A are B. (T) Contrary

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In each problem below you are given a statement, its truth value in parentheses, and an operation/relation to be performed on that statement. You must identify the new statement and the truth value of the new statement. Take the Aristotelian standpoint and assume that ‘A’ and ‘B’ denote things that actually exist. -Some A are not non-B. (F) Contradiction

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Some weekend getaways are not relaxing vacations. Therefore, some weekend getaways are relaxing vacations.

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Some non-A are non-B. (F) Some B are A.

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The categorical proposition "Some admirers of Bertolt Brecht are not avid theater-goers" is an:

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It is false that some four-sided triangles are commonplace figures. Therefore, some four-sided triangles are not commonplace figures.

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Some non-A are non-B. (F) Some non-A are not non-B.

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