Formal Logic III (COS3761)

University of South Africa (Unisa)

Here are the best resources to pass Formal Logic III (COS3761). Find Formal Logic III (COS3761) study guides, notes, assignments, and much more.

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Exam (elaborations)

COS3761 Assignment 3 (DETAILED ANSWERS) 2025 - DISTINCTION GUARANTEED
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July 2025

2024/2025

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COS3761 Assignment 3 (DETAILED ANSWERS) 2025 - DISTINCTION GUARANTEED - DISTINCTION GUARANTEED - DISTINCTION GUARANTEED Answers, guidelines, workings and references ,... QUESTION 1 In which world of the Kripke model in Figure 1 is the formula ◊ p  □ q true? Option 1: world x₁ Option 2: world x₂ Option 3: world x₃, Option 4: Option 1 and Option 3 are true. UESTION 2 Which of the following does not hold in the Kripke model in Figure 1? Option 1: x₁ ╟ ◊ ◊ p .Option 2: ...
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Exam (elaborations)

COS3761 Assignment 3 (ANSWERS) 2025 - DISTINCTION GUARANTEED
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July 2025

2024/2025

A+
Edge
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Exam (elaborations)

COS3711 ASSIGNMENT 2 (QUESTIONS AND ANSWERS) SEMESTER 2 2025
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June 2025

2024/2025

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COS3711 ASSIGNMENT 2 (QUESTIONS AND ANSWERS) SEMESTER 2 2025
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Package deal

COS3761 Bundle latest exam paper and memo
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October 2024
COS3761 is an extension of Cos2661 where we focus on Logic its importance in Computer Science and its roots from Discrete Mathematics Logic helps us design AI systems and Logic circuits for CPUs In COS3761 we build on propositional and predicate logic in COS2661 Propositional Logic : HORN algorithm Predicate Logic Parse trees Modal Logic:
shivamnaik
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Exam (elaborations)

COS3761 OCT/NOV 2024 Exam paper
Available in bundle

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October 2024

2024/2025

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Available in bundle
The exam paper for COS3761 October 2024 (Monday 21 October 2024) Based on 2021 Oct/Nov paper
shivamnaik
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Exam (elaborations)

My attempt to COS3761 OCT/NOV 2024 exam
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October 2024

2024/2025

A
Available in bundle
Formal logic 3 builds on three important aspects of Logic In the prescribed book , if you done cos2661 it would be very helpful for you We focus on Propositional Logic : Your And,Or, Implies Predicate Logic: Your For all , there exists, every .. Modal Logic : It is necessary that...possible that The document can be used a memo its my attempt to the exam I wrote on Monday 21 October 2024 it was based on the same structure as the 2021 October paper
shivamnaik
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