MATH 2210

MATH 2210

Course information provided by the Courses of Study 2021-2022.

Topics include vector algebra, linear transformations, matrices, determinants, orthogonality, eigenvalues, and eigenvectors. Applications are made to linear differential or difference equations. The lectures introduce students to formal proofs. Students are required to produce some proofs in their homework and on exams.

When Offered Fall, Spring.

Prerequisites/Corequisites Prerequisite: two semesters of calculus with high performance, equivalent AP credit, or permission of department.
Forbidden Overlaps Forbidden Overlap: due to an overlap in content, students will receive credit for only one course in the following group: MATH 2210, MATH 2230, MATH 2310, MATH 2940.

Distribution Category (MQR-AS, SMR-AS)

Comments Recommended for students who plan to major or minor in mathematics or a related field. For a more applied version of this course, see MATH 2310. For guidance in selecting an appropriate course, please consult First Steps in Math.

View Enrollment Information

Syllabi: none
  •   Regular Academic Session.  Choose one lecture and one discussion.

  • 4 Credits Stdnt Opt

  •  4310 MATH 2210   LEC 001

    • MWF Malott Hall 253
    • Aug 26 - Dec 7, 2021
    • Townsend, A

  • Instruction Mode: In Person

  •  4312 MATH 2210   LEC 002

  • Instruction Mode: In Person

  •  4314 MATH 2210   LEC 003

  • Instruction Mode: In Person

  •  4316 MATH 2210   LEC 004

  • Instruction Mode: In Person

  •  4311 MATH 2210   DIS 201

  • Instruction Mode: In Person

  •  4313 MATH 2210   DIS 202

  • Instruction Mode: In Person

  •  4315 MATH 2210   DIS 203

  • Instruction Mode: In Person

  •  4317 MATH 2210   DIS 204

  • Instruction Mode: In Person

  •  4318 MATH 2210   DIS 205

  • Instruction Mode: In Person

  •  5855 MATH 2210   DIS 206

  • Instruction Mode: In Person

  •  6746 MATH 2210   DIS 207

  • Instruction Mode: In Person

  •  6747 MATH 2210   DIS 208

  • Instruction Mode: In Person

  •  6748 MATH 2210   DIS 209

  • Instruction Mode: In Person