10 Questions about Judaism((( you will have 20 minutes to complete the 10 questions )
This quiz will cover everything from the Jewish Scriptures unit. The quiz will consist of 10 true/false and multiple-choice questions. You will have 20 minutes to complete the quiz.
To complete the career assignment, use at least three websites for your research. List your sources of information at the end of your report.
www.careercruising.com: this website requires the following login information
Enter user name: grossmont
Enter password: college
If you would like to take a personality assessment test through the www.careercruising.com website, following the below instructions:
Click on the Assessments tab at the top of the screen, click on Matchmaker and My Skills, and open an account by clicking on Create My Plan. Then, click on Explore My Interests and take the Career Matchmaker assessment by clicking on Start Matchmaker. After you complete your assessment, a list of suggested careers will appear. Click on careers in which you are interested in and read the information about each career by clicking on the nine links located on the left side of the screen. Be sure to click on Education to see what majors are suggested and the schools that offer the suggested majors. I also recommend viewing the Photos and Interviews.
PHIL 102 – Introductory Logic Fall 2020 Problem Set # 5 Due: Nov. 20 Late assignments will be penalized at a rate of 10% per day. Students are encouraged to collaborate with their peers, but each must write up and hand in their own assignments. Please make sure that your name, and the name of your teaching assistant, appear on the assignment. Group Study Sessions: We have organized a number of group study sessions in which a TA will be on hand to facilitate group work and to provide help with practice problems. They are designed to be a resource for everyone to work on problem sets. But you should particularly consider attending if you are finding the material difficult. Information about the times/locations of the sessions is posted on Blackboard (on the “Group Study” tab).
Question 1 – Provide a proof that demonstrates the following claims. 4 points each A) ⊢ (P ∧ Q) → (Q ∨ R) B) ⊢ ¬ (P → Q) → ¬ (P ↔ Q) C) ⊢ [P → (Q → R)] → [(P → Q) → (P → R)]
Question 2 – Provide a proof that demonstrates the following claims. 8 points each A) P and ¬ ¬ P are provably equivalent. B) F → (G ∧ H) and (F → G) ∧ (F → H) are provably equivalent. C) A → C and ¬ A ∨ C are provably equivalent.
Question 3 – Provide a proof that demonstrates the following claims. 4 points each A) ¬ (P → Q) and Q are provably inconsistent. B) ¬ (A ∨ B), ¬B → A, ¬A are provably inconsistent. C) ¬ (M ∨ ¬ M) is provably inconsistent.
Question 4 – Provide a proof that demonstrates the following claims. 4 points each A) P → Q, ¬ (Q ∧ ¬ R) → P ⊢ Q B) ¬ (A ∧ B) ⊢ ¬A ∨ ¬ B C) (B → G) → ¬ G ⊢ ¬ G
Question 5 – 4 points each A) Suppose that Y ⊢ X. Does it follow that ⊢ Y → X ? Explain, with reference to particular rules of inference. (Note that “X”, “Y”, “Z”, and “W” are variables here, so could stand for any sentence in TFL, including complex ones). B) Suppose that X ⊢ Y and Y ⊢ Z. Does it follow that X ⊢ Z ? Explain your answer. (Note that “X” and “Y” are variables here, so could stand for any sentence in TFL, including complex ones).
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