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11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 1/16


Practice Exam 3 Due No due date Points 100 Questions 25 Time Limit 40 Minutes


Instructions


Attempt History Attempt Time Score


LATEST Attempt 1 3 minutes 28 out of 100


 Correct answers are hidden.


Submitted Nov 8 at 1:22pm


Guidelines This is the practice exam for Unit 3, and it consists of 25 multiple-choice questions over Chapter 8 from the textbook. While it is only for practice, it is still a timed exam, and you are only allowed 1 attempt.


Technical Support Need help using Canvas Quizzes? If so, please review the following guide: Canvas Student Guide - Quizzes (https://community.canvaslms.com/docs/DOC-10701#jive_content_id_Quizzes)


0 / 4 ptsQuestion 1IncorrectIncorrect


Replacement rules are pairs of self-contradictions.


True


False


4 / 4 ptsQuestion 2


https://uta.instructure.com/courses/54820/quizzes/146886/history?version=1

https://community.canvaslms.com/docs/DOC-10701#jive_content_id_Quizzes

11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 2/16


Indirect proof (IP) is a method that starts by assuming the antecedent of a conditional statement on a separate line and then proceeds to validly derive the consequent on a separate line.


True


False


0 / 4 ptsQuestion 3IncorrectIncorrect


In the following problems the justification, the rule of inference, is provided for the last line; however, the line itself is missing. Use the given information to determine the last line.


Reference: Ref 8-2


1. ( ~R v S ) ⊃ ~ T 2. ~ R v S 3. ______ 1, 2 MP


T


~ T


R v T


R v ~ T


4 / 4 ptsQuestion 4


The last line of each example gives the reference to the line or lines needed for its derivation. You are to determine the correct rule of


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 3/16


inference.


Reference: Ref 8-1


1. R ⊃ (S v P) 2. ~ (S v P) 3. ~ R 1, 2, ___


MP


MT


HS


DS


0 / 4 ptsQuestion 5IncorrectIncorrect


The last line of each example gives the reference to the line or lines needed for its derivation. You are to determine the correct rule of inference.


Reference: Ref 8-1


1. Q ⊃ R 2. ~ R 3. ~ Q 1, 2, ___


MP


MT


HS


DS


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 4/16


0 / 4 ptsQuestion 6IncorrectIncorrect


The last line of each example gives the reference to the line or lines needed for its derivation. You are to determine the correct rule of inference.


Reference: Ref 8-1


1. T ⊃ ( S v T ) 2. ( S v T ) ⊃ P 3. T ⊃ P 1, 2, ___


MP


MT


HS


DS


0 / 4 ptsQuestion 7IncorrectIncorrect


The last line of each example gives the reference to the line or lines needed for its derivation. You are to determine the correct rule of inference.


Reference: Ref 8-1


1. P v Q 2. R 3. ( P v Q ) · R 1, 2, ___


CD


Simp


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 5/16


Conj


Add


0 / 4 ptsQuestion 8IncorrectIncorrect


The last line of each example gives the reference to the line or lines needed for its derivation. You are to determine the correct rule of inference.


Reference: Ref 8-1


1. ( R v Q ) ≡ S 2. [( R v Q ) ⊃ S] · [S ⊃ ( R v Q )] 1, ___


DN


Trans


Impl


Equiv


0 / 4 ptsQuestion 9IncorrectIncorrect


The last line of each example gives the reference to the line or lines needed for its derivation. You are to determine the correct rule of inference.


Reference: Ref 8-1


1. ( R v S ) ⊃ G 2. ~ G 3. ~ ( R v S ) 1, 2, ___


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 6/16


MP


MT


HS


DS


0 / 4 ptsQuestion 10IncorrectIncorrect


The last line of each example gives the reference to the line or lines needed for its derivation. You are to determine the correct rule of inference.


Reference: Ref 8-1


1. S v S 2. S 1, ___


DN


Trans


Exp


Taut


0 / 4 ptsQuestion 11IncorrectIncorrect


The last line of each example gives the reference to the line or lines needed for its derivation. You are to determine the correct rule of inference.


Reference: Ref 8-1


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 7/16


1. H v ~ E 2. ~ H 3. ~ E 1, 2, ___


MP


MT


HS


DS


4 / 4 ptsQuestion 12


Determine whether the following symbolic notation translations of the arguments are correct or incorrect. (The capital letters used for the translation are provided in each case.)


Reference: Ref 8-3


Either a war will start, or terrorist attack will occur. If a war starts, then the government will curtail some of our liberties. If a terrorist attack occurs, then the government will curtail some of our liberties. Therefore, the government will curtail some of our liberties. (W, T, C) Translation: W v T


W ⊃ C


T ⊃ C / C


Correct


Incorrect


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 8/16


4 / 4 ptsQuestion 13


Determine whether the following symbolic notation translations of the arguments are correct or incorrect. (The capital letters used for the translation are provided in each case.)


Reference: Ref 8-3


If you read a book a week, then you will have read 520 books in 10 years. If you do not read a book a week, then you might never know what some great thinkers have written. So, either you read a book a week or you might never know what some great thinkers have written. (B, R, T) Translation: B v R


~ B ⊃ ~ T / B v T


Correct


Incorrect


4 / 4 ptsQuestion 14


Determine the correct rule of inference for each step of the following completed proofs. Proof 6


1. T ⊃ ( P v Q )


2. S v ~ ( P v Q )


3. ~S / ~ T


4. ~ ( P v Q ) _____


5. ~ T _____ Reference: Ref 8-9


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 9/16


Line 4:


2, 3, DS


2, 3, HS


2, 3, MP


2, 3, MT


0 / 4 ptsQuestion 15IncorrectIncorrect


Determine the correct rule of inference for each step of the following completed proofs. Proof 4


1. ( R v S ) ⊃ ( ~ P v ~ Q )


2. R / ~ P v ~ Q


3. R v S _____


4. ~ P v ~ Q _____ Reference: Ref 8-7


Line 4:


1, 3, DS


1, 3, HS


1, 3, MP


1, 3, MT


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 10/16


4 / 4 ptsQuestion 16


Determine the correct rule of inference for each step of the following completed proofs. Proof 3


1. ( S ⊃ R ) · Q 2. R ⊃ T / S ⊃ T


3. S ⊃ R


_____


4. S ⊃ T


_____


Reference: Ref 8-6


Line 3:


1, Simp


1, Taut


1, DM


1, Add


4 / 4 ptsQuestion 17


Determine whether the following completed proofs are correct or incorrect.


Reference: Ref 8-10


1. T v R


2. [ ( T v R ) v ( S · P ) ] ⊃ ( Q · S ) / Q · S


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 11/16


3. ( T v R ) ⊃ ( S · P ) 1, Add 4. Q · S 2, 3, MP


Correct


Incorrect


0 / 4 ptsQuestion 18IncorrectIncorrect


Determine whether the following completed proofs are correct or incorrect.


Reference: Ref 8-10


1. (D v E) ⊃ (F · G) 2. ( A v B) ⊃ (D · C) / A ⊃ F 3. A Assumption (CP)


4. A v B 3, Add


5. D · C 2, 4, MP 6. D 5, Simp


7. D v E 6, Add


8. F ⊃ G 1, 7, MP


9. F 8, Simp


10. A ⊃ F 3–9, CP


Correct


Incorrect


0 / 4 ptsQuestion 19IncorrectIncorrect


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 12/16


Determine whether the following completed proofs are correct or incorrect.


Reference: Ref 8-10


1. Q v [ S ⊃ ( P ⊃ R ) ]


2. ( T ⊃ R ) ⊃ S


3. ~ Q / ( T ⊃ R ) ⊃ ( P ⊃ R )


4. S v ( P ⊃ R ) 1, 3, DS


5. ( T ⊃ R ) ⊃ ( P ⊃ R ) 2, 4, HS


Correct


Incorrect


0 / 4 ptsQuestion 20IncorrectIncorrect


Determine whether the following completed proofs are correct or incorrect.


Reference: Ref 8-10


1. ( C ⊃ A) ≡ D


2. A v ( ~ C · B) / D 3. ( A v ~ C ) · ( A v B) 2, Dist 4. A v ~ C 3, Simp


5. [( C ⊃ A ) ⊃ D] · [ D ⊃ ( C ⊃ A )] 1, Equiv 6. (C ⊃ A ) ⊃ D 5, Simp


7. ~ C v A 4, Com


8. C ⊃ ~ A 7, Impl


9. D 6, 8, MP


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 13/16


Correct


Incorrect


0 / 4 ptsQuestion 21IncorrectIncorrect


Determine whether the following completed proofs are correct or incorrect.


Reference: Ref 8-10


1. ( T v S ) v ~ R


2. ~ ( T v S ) · ( P v Q ) / ~ R 3. ~ ( T v Q ) 2, Simp


4. ~ R 1, 3, DS


Correct


Incorrect


0 / 4 ptsQuestion 22IncorrectIncorrect


For each of the following proofs, either the justification for a derived line has been omitted or else the derivation has been omitted. Choose the correct answer for each question. Proof 7


1. ~ B · ~ C 2. ~ ( B v C) ⊃ ( D v E ) / ( D v E )


3. 1, DM


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 14/16


4. D v E Reference: Ref 8-11


The justification for line 4 is:


1, 3, MP


1, 3, MT


2, 3, MP


2, 3, MT


0 / 4 ptsQuestion 23UnansweredUnanswered


For each of the following proofs, either the justification for a derived line has been omitted or else the derivation has been omitted. Choose the correct answer for each question. Proof 8


1. ~ C v ( ~ B ⊃ D )


2. ~ B


3. ~ C ⊃ B / D v E


4. ~ ~ C


5. 1, 4, DS


6. D


7. 6, Add Reference: Ref 8-12


The justification for line 4 is:


1, 3, MP


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 15/16


2, 3, MP


1, 3, MT


2, 3, MT


0 / 4 ptsQuestion 24IncorrectIncorrect


For each of the following proofs, either the justification for a derived line has been omitted or else the derivation has been omitted. Choose the correct answer for each question. Proof 9


1. ~ C v ( ~ B ⊃ D )


2. ~ B


3. ~ C ⊃ B / D v E


4. 2, 3, MT


5. ~ B ⊃ D


6.


2, 5, MP


7. D v E Reference: Ref 8-13


The derivation in line 6 is:


D


D · C


D ⊃ C


~ D v ~ C


11/8/2020 Practice Exam 3: 2208-PHIL-2311-006-LOGIC


https://uta.instructure.com/courses/54820/quizzes/146886 16/16


0 / 4 ptsQuestion 25IncorrectIncorrect


For each of the following proofs, either the justification for a derived line has been omitted or else the derivation has been omitted. Choose the correct answer for each question. Proof 10


1. M v ( D · L) 2. B ⊃ ~ ( M v L ) / ~ B


3. ( M v D ) · ( M v L ) 4. ( M v L ) · ( M v D ) 5. M v L


6. ~ ~ ( M v L )


7. ~ B Reference: Ref 8-14


The justification for line 4 is:


2, 3, MP


2, 3, MT


3, Simp


3, Com


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