Your feedback has been sent to our team.
Analyze and apply systems of linear equations; vector spaces; linear transformations; matrices; determinants; eigenvalues; eigenvectors; coordinates; diagonalization; orthogonality; projections; inner product spaces; quadratic forms; The course is both computational and applicable. MATLAB is frequently used and prior experience in MATLAB (loops, functions, arrays, conditional statements) is helpful.
4.67
2.50
2.55
3
Spring 2025
4.57
2.70
3.21
—
Spring 2022
4.56
3.33
3.30
3
Spring 2025
4.22
3.50
3.03
—
Spring 2014
3.70
3.13
3.10
—
Fall 2024
3.45
2.64
3.20
3
Spring 2025
3.33
2.88
2.94
—
Fall 2022
3.25
4.00
3.35
—
Fall 2021
2.67
4.00
—
—
Fall 2021
2.33
3.00
—
—
Summer 2024
1.78
3.00
3.06
—
Fall 2015
1.17
4.50
—
—
Spring 2021
1.00
4.00
2.94
—
Spring 2017
—
—
3.20
—
Fall 2009
—
—
3.11
—
Spring 2010
—
—
—
—
Spring 2022
—
—
3.29
—
Spring 2022
—
—
—
—
Spring 2021
—
—
—
—
Summer 2024
—
—
2.82
—
Fall 2023
No course sections viewed yet.