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PHIL Exam 3 UPDATED ACTUAL QUESTIONS AND CORRECT ANSWERS

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PHIL Exam 3 UPDATED ACTUAL QUESTIONS AND CORRECT ANSWERS Deductive logic - CORRECT ANSWER conclusion must also be true. A form of argument, if the premises are true the What are the two types of deductive logic? - CORRECT ANSWER categorial logic What are the 4 types of logical connectives? - CORRECT ANSWER "v" "~" "→" What does a truth table look like for p & q - CORRECT ANSWER T T T T F F F T F F F F What does a truth table look like for p v q - CORRECT ANSWER T T T T F T F T T F F F What does a truth table look like for ~p - CORRECT ANSWER T F F T What does a truth table look like for p→q - CORRECT ANSWER Propositional logic & "." or "&" p q p&q p q pvq p ~p p q p→q T T T T F F F T T F F T Translate the following statements to symbolic form: Either Herman does his homework, or he goofs off (p,q) - CORRECT ANSWER pvq

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PHIL Exam 3 UPDATED ACTUAL
QUESTIONS AND CORRECT ANSWERS
Deductive logic - CORRECT ANSWER A form of argument, if the premises are true the
conclusion must also be true.



What are the two types of deductive logic? - CORRECT ANSWER Propositional logic &
categorial logic



What are the 4 types of logical connectives? - CORRECT ANSWER "." or "&"

"v"

"~"

"→"



What does a truth table look like for p & q - CORRECT ANSWER p q p&q

TTT

TFF

FTF

FFF



What does a truth table look like for p v q - CORRECT ANSWER p q pvq

TTT

TFT

FTT

FFF



What does a truth table look like for ~p - CORRECT ANSWER p ~p

TF

FT



What does a truth table look like for p→q - CORRECT ANSWER p q p→q

, TTT

TFF

FTT

FFT



Translate the following statements to symbolic form: Either Herman does his homework, or he goofs
off (p,q) - CORRECT ANSWER pvq



Translate this statement: People die, but books live forever (e,f) - CORRECT ANSWER e&f



Translate this statement: He will not benefit from instruction, and he will not learn on his own (g,h) -
CORRECT ANSWER ~g&~h



Translate this statement: It is not the case that the zoo won't accept any more mammals (p) -
CORRECT ANSWER ~~p



Modus Ponens (Valid) - CORRECT ANSWER p→q

P

Q



Truth table for modus ponens - CORRECT ANSWER p(p2) q(c) p→q(p1)

TTT

TFF

FTT

FFT



Truth table for affirming the consequent (invaild) - CORRECT ANSWER p(c) q(p2) p→q(p1)

TTT

TFF

FTT

FFT
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