MATH 3350

Applied Linear Algebra

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Course Description

Discipline(s): Chemical, Mathematical, and Physical Universe

Topics will include systems of linear equations, matrix operations and inverses, vector spaces and subspaces, determinants, eigenvalues and eigenvectors, matrix factorizations, inner products and orthogonality, and linear transformations. Emphasis will be on applications, with computer software integrated throughout the course. The target audience for MATH 3350 is non-math majors from disciplines that apply tools from linear algebra. Credit is not given for both MATH 3350 and 3351.


  • Dmitriy Sonkin

     Rating

     Difficulty

     GPA

    3.69

     Sections

    Last Taught

    Spring 2025

  • Matthew McMillan

     Rating

     Difficulty

    5.00

     GPA

    3.69

     Sections

    Last Taught

    Spring 2024

  • Jeffrey Holt

     Rating

     Difficulty

    2.50

     GPA

    3.44

     Sections

    2

    Last Taught

    Fall 2025

  • Matthew Gagne

     Rating

     Difficulty

    2.00

     GPA

    3.40

     Sections

    Last Taught

    Fall 2021

  • Yen Do

     Rating

     Difficulty

     GPA

    3.35

     Sections

    Last Taught

    Spring 2016

  • Irina Timchenko

     Rating

     Difficulty

     GPA

    3.17

     Sections

    Last Taught

    Spring 2020

  • Walker Stern

     Rating

     Difficulty

     GPA

    3.01

     Sections

    Last Taught

    Spring 2022

  • William Balderrama

     Rating

     Difficulty

    4.00

     GPA

    2.81

     Sections

    Last Taught

    Spring 2023

  • Mark Pengitore

     Rating

     Difficulty

     GPA

    2.72

     Sections

    Last Taught

    Spring 2022

  • Faculty Staff

     Rating

    4.67

     Difficulty

    4.67

     GPA

     Sections

    Last Taught

    Fall 2021

  • To Announced

     Rating

     Difficulty

     GPA

     Sections

    Last Taught

    Fall 2022

  • Kang Lu

     Rating

     Difficulty

    2.00

     GPA

     Sections

    Last Taught

    Spring 2025