Exam2023Proposed solution included

CSC 209 Mathematical Foundation of Computer Science Exam 2023

About this paper

CSC 209: First Semester Examination, 25 January 2023 (2hr, 70 marks printed but summing to 66 -- flagged), University of Buea, Faculty of Science, Dept of Computer Science: Section A, four items cross-referenced to Paper 12 (set-algebra proof, 4-function composition, PROJ analysis, binary-relation outline) plus a gcd/Bezout linear-combination derivation (500, 222) and a Euclidean-algorithm modular-inverse computation (17 in $\mathbb{Z}_{64}$) and a sum-of-cubes induction proof; Section B, counting-principle statements, digit-counting (flagged repetition assumption), a Pascal's-identity cross-reference, a binomial term flagged as not existing (non-integer $k$), a generalized-binomial-series first-three-terms derivation, and a composite-statement/logical-equivalence/predicate-translation section.

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University of Buea

Faculty of Science - FS

Computer Science - CSC

CSC2092023

Mathematical Foundation of Computer Science

Exam · First Semester · Level 200

From this paper

  1. 6.

    Using Euclidean Algorithm to find the multiplicative inverse of 17 in Z ∗ 64 (5 marks)

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At a glance

Course code
CSC209 (CSC 209)
Type
Exam
Year
2023
Level
Level 200
Semester
First Semester
Proposed solution
Included

Where it's from

  1. University

    University of Buea
  2. Faculty

    Faculty of Science - FS
  3. Department

    Computer Science - CSC

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