To gain a deeper understanding of the logical structure of English statements and arguments by translating them into a formal language. |
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To acquire a good working knowledge of the numerous stylistic variants of such key logical words as "not," "or," "and," "if-then," and "if and only if. |
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To become adept at rapidly and accurately translating English statements and arguments into a formal language. |
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To know the truth tables for the five logical operators: (1.0K) |
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To be able to construct truth tables to determine whether arguments are valid. |
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To be able to construct abbreviated truth tables to determine whether arguments are valid. |
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To be able to use truth tables to determine whether statements are tautologies, contradictions, or contingent statements (and to determine whether statements are logically equivalent). |