Course Outcomes (CO): Detailed Syllabus Page 34 of 241 CO CO Statement Cognitive Level* Knowledge Category# Evaluation Tools used CO1 Acquire a comprehensive understanding of propositional logic and its applications, with a focus on constructing and interpreting truth tables. U C Instructor- created exams / Quiz/Assignment/ Seminar CO2 Able to proficiently define and manipulate sets, analyse relations and functions and their representation by Venn diagrams U C Instructor- created exams/ Quiz/Assignment/ Seminar CO3 Acquire a basic understanding of graph theory including representations, types of graphs, their properties such as connectivity, cycles, paths and degrees.
U C Instructor- created exams/ Quiz/Assignment/ Seminar CO4 Able to demonstrate a deep understanding of advanced graph theory concepts, focusing on Euler’s graph, Hamiltonian graphs, Isomorphism and Homeomorphism. U C Instructor- created exams/ Quiz/Assignment/ Seminar CO5 Able to proficiently understand the tree data structures, spanning trees and associated algorithms for solving problems such as Prim’s and Kruskal. U C Instructor- created exams/ Quiz/Assignment/ Seminar CO6 Represent various mathematical problems using algorithmic approaches and enhance problem-solving skills by visualizing solutions through the utilization of software tools.
U, Ap C, P Practical Assignment / Observation of Practical Skills * - Remember (R), Understand (U), Apply (Ap), Analyse (An), Evaluate (E), Create (C) # - Factual Knowledge(F) Conceptual Knowledge (C) Procedural Knowledge (P) Metacognitive Knowledge (M) Module Unit Contents Hrs (48+12) Mark I Mathematical Logic 09 17 1 Propositional Logic: Definition, Logical Operators (Negation, Disjunction, Conjunction, Implication, Biconditional), Truth Table 2 2 Law of Logic: Tautology, Contradiction, Contingency, Logical equivalence 2 3 Algebra of Propositions, Solving logic with and without truth table 2