| | Relevant ABET outcomes | Course outcome number | MATH2220 course outcomes | Assessment tools | | Assignment | Quizzes | Labs | Misc | Exams |
| | (a), (e), (j), (k) | 1 | Find the reduced form, the row and column spaces, and the rank of a given matrix | □ | ✓ | □ | □ | □ |
| | (a), (e), (j), (k) | 2 | Solve a system of homogeneous or nonhomogeneous linear equations | □ | ✓ | □ | □ | ✓ |
| | (a), (e), (j), (k) | 3 | Find the inverse of a matrix and the solution of a nonsingular system using determinants | □ | ✓ | □ | □ | ✓ |
| | (a), (e), (j), (k) | 4 | Find the eigenvalues, eigenvectors and and diagonalize a matrix | □ | ✓ | □ | □ | ✓ |
| | (a), (e), (j), (k) | 5 | Analyze orthogonal and symmetric matrices | □ | ✓ | □ | □ | ✓ |
| | (a), (e), (j), (k) | 6 | Analyze power series, exponential, and trigonometric complex functions | □ | ✓ | □ | □ | ✓ |
| | (a), (e), (j), (k) | 7 | Analyze complex logarithms and powers | □ | ✓ | □ | □ | ✓ |
| | (a), (e), (j), (k) | 8 | Find the integral of a complex function over a closed path using Cauchy's theorem | □ | □ | □ | □ | ✓ |
| | (a), (e), (j), (k) | 9 | Find the singularities and analyze the residue theorem | □ | □ | □ | □ | ✓ |
| | (a), (k), (e), (j) | 10 | Some applications of the residue theorem | □ | ✓ | □ | □ | □ |
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