AIOU Course Code 8413 Question Paper Spring 2025

ALLAMA IQBAL OPEN UNIVERSITY, ISLAMABAD

(Department of Business Administration)

WARNING

  1. 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.
  2. 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

  • Arguments
  • Premises, and Conclusions
  • Recognizing Arguments
  • Deduction and Induction
  • Truth and Soundness
  • 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.

    ???

    Start a Conversation
    ×
    M
    Muhammad Usman
    Admin