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CS 2102

Discrete Mathematics

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Course Description

Pre-Requisite(s): CS 1110, 1111, 1112, 1113, or 1120 with a grade of C- or higher; or the CS 1110 placement test

Introduces discrete mathematics and proof techniques involving first order predicate logic and induction. Application areas include finite and infinite sets, elementary combinatorial problems, and graph theory. Development of tools and mechanisms for reasoning about discrete problems.


  • Kevin Sullivan
     Rating

    2.18

     Difficulty

    2.54

     GPA

    3.65

     Sections

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    Last Taught

    Fall 2021

  • Nathan Brunelle
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     Difficulty

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     GPA

    2.94

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    Last Taught

    Fall 2021

  • Elizabeth Orrico
     Rating

    3.25

     Difficulty

    2.50

     GPA

    3.81

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    Last Taught

    Fall 2021

  • Diana Merkel
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    Summer 2021

  • Luther Tychonievich
     Rating

    3.70

     Difficulty

    2.67

     GPA

    3.78

     Sections

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    Last Taught

    Spring 2021

  • Faculty Staff
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    Fall 2020

  • Ashlie Hocking
     Rating

    2.83

     Difficulty

    2.50

     GPA

    3.45

     Sections

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    Last Taught

    Spring 2019

  • David Edwards
     Rating

    2.60

     Difficulty

    3.84

     GPA

    3.14

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    Last Taught

    Spring 2018

  • Gregory Simms
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    Spring 2017

  • David Evans
     Rating

    3.17

     Difficulty

    3.50

     GPA

    3.59

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    Last Taught

    Fall 2017

  • Mohammad Ghidary
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    Fall 2017

  • John Knight
     Rating

    2.93

     Difficulty

    3.20

     GPA

    2.86

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    Last Taught

    Spring 2014

  • Kristy Hornweder
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    Spring 2013

  • Hamed Soroush
     Rating

    3.78

     Difficulty

    2.83

     GPA

    3.20

     Sections

    —

    Last Taught

    Fall 2013

  • Paul Reynolds
     Rating

    2.08

     Difficulty

    4.50

     GPA

    2.48

     Sections

    —

    Last Taught

    Spring 2012

  • Thomas Horton
     Rating

    —

     Difficulty

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     GPA

    2.27

     Sections

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    Last Taught

    Fall 2009