AIOU Course Code 8413 Question Paper Spring 2025
ALLAMA IQBAL OPEN UNIVERSITY, ISLAMABAD
(Department of Business Administration)
WARNING
- PLAGIARISM OR HIRING OF GHOST WRITER(S) FOR SOLVING THE ASSIGNMENT(S) WILL DEBAR THE STUDENT FROM AWARD OF DEGREE/CERTIFICATE, IF FOUND AT ANY STAGE.
- SUBMITTING ASSIGNMENT(S) BORROWED OR STOLEN FROM OTHER(S) AS ONE’S OWN WILL BE PENALIZED AS DEFINED IN “AIOU PLAGIARISM POLICY”.
Course: Introduction to Logic (8413) Semester: Spring, 2025
Level: BBA / BS
Total Marks: 100 Pass Marks: 50
ASSIGNMENT No. 1
(Units: 1–4)
Note: Attempt all questions. All questions carry equal marks.
Q. 1 How can two premises be incorporated into a single sentence in an argument? Provide examples. (20)
Q. 2 Explain how the fallacy of begging the question occurs in in-advocate promise situations with examples. (20)
Q. 3 Discuss the role of logical connectives in constructing complex arguments with examples. (20)
Q. 4 How can the truth value components of a compound proposition be determined? Discuss with examples. (20)
Q. 5 Critically analyze the applications of the Traditional Square of Opposition in business organizations with examples. (20)
ASSIGNMENT No. 2
Total Marks: 100 Unit: (5–9) Pass Marks: 50
Note: Attempt all questions. All questions carry equal marks
Q. 1 How can indirect proof be applied to confirm the truth of a logical statement? Illustrate with an example. (20)
Q. 2 As a business manager, how would you differentiate science from superstition logically? Provide examples. (20)
Q. 3 How can the method of concomitant variation be applied to solve real-life problems? Provide examples. (20)
Q. 4 In what ways can a manager use standard deviation to inform business decisions? Provide examples. (20)
Q. 5 How can the finite universe method be used to disprove the validity of an argument involving a single variable? Provide an example. (20)
INTRODUCTION TO LOGIC (8413)
COURSE OUTLINE
Unit 1: Basic Concepts
Unit 2: Informal Fallacies
2.1 Fallacies in General
2.2 Fallacies of Relevance
2.3 Fallacies of Weak Induction
2.4 Fallacies of Presumption
2.5 Illicit Transference
Unit 3: Categorical Propositions
3.1 Components of Categorical Propositions
3.2 Quality, Quantity
3.3 Venn Diagrams
3.4 Modern Square of Opposition
3.5 Traditional Square of Opposition
Unit 4: Propositional Logic
4.1 Truth Functions
4.2 Symbols and Translation
4.3 Truth Tables for Propositions
4.4 Indirect Truth Tables
4.5 Argument Forms and Fallacies
Unit 5: Natural Deduction in Propositional Logic.
5.1 Natural Deduction
5.2 Rules of Implication- I
5.3 Rules of Implication II
5.4 Conditional Proof and Indirect Proof
Unit 6: Predicate Logic
6.1 Symbols and Translation
6.2 Using the Rules of Inference
6.3 Proving Invalidity
6.4 Relational Predicates
6.5 Overlapping Quantifiers
Unit 7: Inductive Logic
7.1 Analogy
7.2 Legal Reasoning
7.3 Reasoning
7.4 "Cause" and Necessary
7.5 Causality and Mill's Methods
Unit 8: Probability and Statistical Reasoning
8.1 Theories of Probability
8.2 Evaluating Statistics
8.3 Average
8.4 Calculus
8.5 Samples
Unit 9: Hypothetical/Scientific Reasoning
9.1 Hypothetical Method
9.2 Hypothetical Reasoning
9.3 Proof of Hypotheses
9.4 Tentative Acceptance of Hypotheses
9.5 Distinguishing Between Science and Superstition
Recommended Book:
Hurley, P. (the latest edition). A concise introduction to logic: Cengage Learning.
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