MODR 1730 Study Guide - Quiz Guide: Logical Biconditional, Counterfactual Conditional, Japan Amusement Machine And Marketing Association

• School: York University
• Department: Modes Of Reasoning
• Course: MODR 1730
• Professor: Stefan Rodde

Document Summary

Propositional logic deals with relationships between simple propositions and their compounds: basic logical terms with symbols are not"(-), or"(v), and"(&), and if then"( , ex: if global warming continues (g), parts of the polar icecap will melt (m). So parts of the polar icecap will melt. P1: g m. p2: g. c3: m. Definition of the basic symbols used in propositional logic: the symbols represent a kind of logical core, relevance and sufficient grounds are satisfied, just need to look at acceptance, conditional statement format: antecedent (follows "if"), consequent (follows "then") * if exclusive, both disjuncts cannot be true: brackets are used to group things together. Ex: you can have jello (j) or ice cream (i), and not both. (jvi) & - (j&i) Ex: if he continues to talk and refuses to listen, he will be a poor partner. (t&r) p.