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# scan0003 - ,ategorical Reasoning 36 Translate the following...

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Unformatted text preview: ,ategorical' Reasoning 36 Translate the following categorical proposition (2 points) "Anyone who has led America in to the space age will go down in history as a great American." 3. No non space age leaders are people are who will go down in history as great Americans. b. Some space age leaders are people are who will go down in history as great Americans. c. All space age leaders are people are who will go down in history as great Americans. (1. All space age leaders are people are who will not go down in history as great Americans 37 Restate and convert the following categorical proposition (2 points), “Only pandas are exempt from the international Import laws.” Select the correct translation and conversion of the proposition (as it would appear in standard form). Place the corresponding letter in the space provided to the top, left of the question. (a) No animals exempt from import laws are non-Pandas. b No pandas are animals exempt from the international Import laws. 0. No non-pandas are animals exempt from the international Import laws. d. All non-pandas are animals non-exempt from the international Import laws. 38 Restate and obvert the following categorical proposition (2 points), “Any diSease carried by recessive genes can be inherited by the offspring of two carriers”. Select the correct logical equivalent of the proposition and place the corresponding letter in the space provided to the top, left of the question. a. All recessive genes disease are diseases that can be inherited by the offspring of two carriers. b. No recessive genes disease are diseases that can be inherited by the offspring of two carriers. 0. No recessive genes disease are diseases that can not be inherited by the offspring of two carriers. (1. Some recessive genes disease are diseases that can be inherited by the offspring of two carriers. Consider the following arguments. (2 points each) Determine if the arguments are valid or invalid. In the first space to the left of the syllogism place a “V” if the argument is valid or an “I” if the argument is invalid. In the second space place the corresponding letter that describes the reason the syllogism is invalid. (See list below) If the syllogism is valid place the letter that corresponds to the statement “Syllogism satisfies all four rules.” a. Fallacy of four terms I). Undistributed middle term c. Faulty exclusion d. Illicit Distribution e Syllogism satisﬁes all four rules 39 Evelyn must have felt life was impossible since she became addicted to heroin. I must conclude this because only Heroin addicts feel liﬁz is impossible. 40 "A few fraternities have dangerous initiation rights. Alpha Beta Gamma never incorporates dangerous initiation rights into their hazing. This proves that that Alpha Beta Gamma is not a fraternity. ...
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