This document contains over 50 expertly answered questions from Logic Exam 1 for the academic year 2025/2026. It offers a comprehensive overview of formal logic principles and is designed to help students identify, evaluate, and construct sound logical arguments. The content is structured to aid recognition of both valid and invalid reasoning patterns in symbolic and natural language form.
Key concepts covered include:
Basic argument forms: Modus Ponens, Modus Tollens, Disjunctive Syllogism, Hypothetical Syllogism, Constructive Dilemma
Invalid forms: Denying the antecedent, affirming the consequent
Evaluation of arguments: Soundness, validity, cogency, and strength
Truth-functional logic: Disjunctions, conditionals, conjunctions, negation
Symbolic logic notation: Translating between English and formal symbols
Fallacy recognition and identifying invalid logical steps in argument structure
Definitions and distinctions between truth vs. validity, argument vs. statement, and strong vs. weak arguments
This exam material is ideal for students in:
Philosophy
Formal Logic or Critical Thinking courses
Computer Science (logic circuits & propositional logic)
Mathematics or Law programs where deductive reasoning is essential
It serves as a high-quality revision tool for exams, assignments, or general mastery of deductive logic. Each question is matched with the correct form or concept, helping students improve their argument analysis and reasoning skills.
Keywords:
logic exam, argument validity, modus ponens, modus tollens, disjunctive syllogism, hypothetical syllogism, constructive dilemma, denying antecedent, affirming consequent, symbolic logic, truth tables, sound arguments, valid vs invalid, cogent argument, formal logic, deductive reasoning, logical fallacies, logic forms, critical thinking, propositional logic
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Logic Exam 1 2025/2026 Exam
Questions with 100% Correct Answers |
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1. If R then A
2. R
∴A
(name the form) - 🧠 ANSWER ✔✔Modus Ponens
1. If R then A
2. not-A
∴ Not-R
(name the form) - 🧠 ANSWER ✔✔Modus Tollens
, 1. If A then W
2. not-A
∴ Not W
(name the form) - 🧠 ANSWER ✔✔Denying the Antecedent
1. If A then B
2. B
∴ then A
(name the form) - 🧠 ANSWER ✔✔Affirming the consequent
1. T
2. if T then W
∴W
(name the form) - 🧠 ANSWER ✔✔Modus Ponens
1. I or S
2. not-I
∴S
(name the form) - 🧠 ANSWER ✔✔Disjunctive syllogism