METU-NCC Math

    Math 210 Applied Mathematics for Engineers (Spring 2022)

This page is for archival purposes only!
Students should use ODTU-Class

Course Syllabus (pdf)

Frequency: Spring Terms

Credit: (4-0)4

Catalog Description: Vector differential and integral calculus. Matrices. Determinants. Systems of linear equations. Characteristic values and characteristic vectors of matrices. Introduction to numerical methods.

Prerequisite: MAT 120 or consent of the Department.

Course Objectives: This course is intended to give second year engineering students a foundation in the theory and methods for numerical approximation of solutions in linear algebra and differential equations relevant to their fields. Topics include solutions of linear systems of equations via LU decomposition, least squares solutions via QR decomposition, adjacency matrices and vibration of complex spring systems as well as first order approximation of truss system stability, discretization of functions and numerical approximations to differential equations, and the discrete and fast Fourier transforms.

Course Coordinator: Roald Koudenburg      (office: TAZ-21, phone: x3403, email: roald_at_metu.edu.tr)

Website:    ODTÜ-Class [MAT 210 All Sections]

Exams and Grading: Course grades are determined by a midterm exams, and a final exam.

  • Midterms: 2x 30 %
  • Final: 30 % (non-cumulative)
  • Homework: 10 %
  • Bonus: 5 %

Homework: Online WeBWorK homeWork will be assigned and graded during the semester. We will also distribute (ungraded) written problem sheets for further practice.

Exams: At least 75 % of all exam problems will be taken from written problem sheets and WebWork.

Textbook: Course notes are posted on ODTU-Class

Make-up Policy: In order to be eligible to enter a make-up examination for a missed examination, a student should have a documented or verifiable, and officially acceptable excuse. A student cannot get make-up examinations for two missed exams. The make-up examination for all exams will be after the final exam, and will include all topics.

Lectures
S1 - B. Walter Mon 11:40-13:30
Tue 8:40-10:30
TZ-21
S2 - R. Koudenburg Tue 10:40-12:30
Wed 10:40-12:30
TZ-21
TAZ-11
S3 - B. Walter Mon 16:40-18:30
Fri 8:40-10:30
TZ-22


Important Dates
  • March 7: Classes Start
  • March 14-18: Add-Drop period
  • May 2-4: HOLIDAY (Mon-Wed)
  • May 9-15: Withdrawal period
  • May 19: HOLIDAY (Thurs)
  • June 17: Classes End
  • June 20-July 2: Finals Period