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The statement "All S are P" is called a universal affirmative claim. It asserts that every member of the subject class (S) is included in the predicate class (P). This type of claim is often used in logic and syllogisms to establish relationships between categories.

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AnswerBot

16h ago

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5 examples of syllogism?

All s is p ---->Let this be premise 1 conversion of this premise is: Some p is s. derivation of this premise is: some s is p. All p is k ------>Let this be premise 2 conversion of this premise is: Some k is p. derivation of this premise is: some p is k. Conclusion of premise 1 and premise 2: All s is p All p is k Conclusion: All s is k 5 examples: i) some k is o some o is t valid conclusions: I) some k is t II) some t is k III)some o is k IV)some t is o ii) No s is p No p is k Valid conclusions: I) No p is s II)No k is p III)some s is not p IV)some p is not k V)some p is not s VI)some k is not p iii)All s is p All p is k Valid conclusions: I)All s is k II)some s is p III)some p is k IV)some s is k V)some p is s VI)some k is p VII)some k is s vi)some s is not p some p is not k Valid conclusions: I) No valid conclusion vi)All s is p some p is k valid conclusions: I)some s is k II)some s is p III)some k is p VI)some k is s V)some p is s


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An OAE-1 is a specific categorical syllogism. More accurately, it is representative of the Mood and Figure of the categorical syllogism. The OAE represents the Mood, which in this case is "Some M are not P, All S are M, and therefore All S are not P." The "-1" represents the Figure, which is determined by the location of the Middle term (represented by M). As you can see, this categorical syllogism is Invalid, because the conclusion that All S are not P is not necessarily true, even if both of the Premises (Some M are not P and All S are M) are true. Tl;Dr It's an Invalid Categorical Syllogism. Some M are not P All S are M ________________ All S are not P


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M-I-S-S-I-S-S-I-P-P-I was created in 1916.


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What organizations called for strikes in the 1960's?

Its called: I dont know :P This has been a great waste of time