Exam 7: Predicate Logic Symbolization
Exam 1: Introduction10 Questions
Exam 2: Symbolizing in Sentential Logic24 Questions
Exam 3: Truth Tables27 Questions
Exam 4: Proofs Without CP or IP9 Questions
Exam 5: Proofs With CP or IP12 Questions
Exam 6: Sentential Logic Truth Trees8 Questions
Exam 7: Predicate Logic Symbolization29 Questions
Exam 8: Predicate Logic Semantics9 Questions
Exam 9: Predicate Logic Proofs8 Questions
Exam 10: Relational Predicate Logic38 Questions
Exam 11: Quantifier Rules Theory8 Questions
Exam 12: Predicate Logic Truth Trees8 Questions
Exam 13: Identity22 Questions
Exam 14: Syllogistic Logic32 Questions
Exam 15: Informal Fallacies10 Questions
Exam 16: Inductive Logic14 Questions
Exam 17: Axiom Systems11 Questions
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Symbolize, using the indicated letters:
-Only mathematicians are scientists, and none but philosophers are mathematicians.
Free
(Short Answer)
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Correct Answer:
Symbolize, using the indicated letters:
-If any students pass, then they studied hard. (Hx = "x studied hard".)
Free
(Short Answer)
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Correct Answer:
Symbolize, using the indicated letters:
-If all students are good logicians, then they all will pass. (Sx = "x is a student"; Gx = "x is a good logician"; Px = "x will pass".)
Free
(Short Answer)
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Correct Answer:
General theory:
-What sentence contradicts "No just acts are acts that cause pain"?
(Multiple Choice)
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Symbolize, using the indicated letters:
-Some students are good logicians, but are such that they won't pass unless they study hard.
(Short Answer)
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Symbolize, using the indicated letters:
-Some students are neither good logicians nor good writers, but some students are both. (Wx = "x is a good writer".)
(Short Answer)
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Translations.
Translate the following into English, being a colloquial as possible. Use same symbols as above, i.e., let Sx = "x is a student"; Cx = "x is caught cheating"; Ex = "x will be expelled"; Gx = "x is a good logician"; Px = "x will pass"; Hx = "x studied hard"; Wx = "x is a good writer"; and let Ax = "x is angry"; Yx = "x is happy"; a = Alice; b = Burt.
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(Short Answer)
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Translations.
Translate the following into English, being a colloquial as possible. Use same symbols as above, i.e., let Sx = "x is a student"; Cx = "x is caught cheating"; Ex = "x will be expelled"; Gx = "x is a good logician"; Px = "x will pass"; Hx = "x studied hard"; Wx = "x is a good writer"; and let Ax = "x is angry"; Yx = "x is happy"; a = Alice; b = Burt.
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(Short Answer)
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Symbolize, using the indicated letters:
-If all students pass, then at least some of them are good logicians.
(Short Answer)
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(44)
Translations.
Translate the following into English, being a colloquial as possible. Use same symbols as above, i.e., let Sx = "x is a student"; Cx = "x is caught cheating"; Ex = "x will be expelled"; Gx = "x is a good logician"; Px = "x will pass"; Hx = "x studied hard"; Wx = "x is a good writer"; and let Ax = "x is angry"; Yx = "x is happy"; a = Alice; b = Burt.
-

(Short Answer)
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Symbolize, using the indicated letters:
-Some mathematicians and (some) philosophers are scientists.
(Short Answer)
4.8/5
(40)
Translations.
Translate the following into English, being a colloquial as possible. Use same symbols as above, i.e., let Sx = "x is a student"; Cx = "x is caught cheating"; Ex = "x will be expelled"; Gx = "x is a good logician"; Px = "x will pass"; Hx = "x studied hard"; Wx = "x is a good writer"; and let Ax = "x is angry"; Yx = "x is happy"; a = Alice; b = Burt.
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(Short Answer)
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Symbolize, using the indicated letters:
-No mathematician philosophers are scientists. (Mx = "x is a mathematician"; Px = "x is a philosopher"; Sx = "x is a scientist".)
(Short Answer)
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General theory:
-Symbolize "No whales are fish" a) when the domain is whales, and b) when the domain is unrestricted (using obvious abbreviations).
(Short Answer)
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General theory:
-Symbolize "Some mammals are not four-legged" a) when the domain is mammals and b) when the domain is unrestricted (using obvious abbreviations).
(Short Answer)
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Symbolize, using the indicated letters:
-All mathematicians and philosophers are either non-philosophers or non-scientists.
(Short Answer)
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Symbolize, using the indicated letters:
-If a student is a good logician, then he or she will pass.
(Short Answer)
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