***THERE ARE 8 REGULAR PROBLEMS AND ONE MULTIPLE Choice Question,…
Question Answered step-by-step ***THERE ARE 8 REGULAR PROBLEMS AND ONE MULTIPLE Choice Question,… ***THERE ARE 8 REGULAR PROBLEMS AND ONE MULTIPLE Choice Question, and 1 EXTRA CREDIT PROBLEM***Solve each proof using only the rules of conjunction (conj), simplification (simp), addition (add), disjunctive syllogism(DS), modus ponens (MP), modus tollens (MT). You can use:a period . for “and”a v for “or” an > for the horseshoe (É) meaning “If…then”a hyphen – or tilde ~ for “it’s not true that”a slash / for “conclusion” You can add as many premises as you want, as long as you stay within the rules named above and the premises you are given. Nine premise numbers are provided just as a convenience. They do not indicate how many premises you will need (you will likely need fewer than 9 premises to solve a problem). Each problem is worth 4 points. You will get 4 points if your answers prove the argument is valid. You can get 1,2, or 3 points per problem depending on if your answer is less than correct but still has some things right. When solving the problems you must indicate the premises and rules used to arrive at new premises and the conclusion.Example of how to solve problems: If you were given this: 1. S 2. ~B 3. S > (~B > A) 4. M 5. 6. 7. 8. 9. ____________ / A . M You might solve it like this: 1. S 2. ~ B 3. S > (~B > A) 4. M 5. – B > A 1,3 MP 6. A 2,5 MP 7. 8. 9. ___________ / A . M 4,6 conj 1-4. 1. B . R 2. S > ~( B . R) 3. S v K 4. 5. 6. 7. 8. 9. —————— / K Social Science Psychology DEARBORN HIGH SCHOOL PHIL-139 Share QuestionEmailCopy link Comments (0)
