This is an old version of the course webpage. For the latest version, click here.

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Matrixrekenen (IPC017), exercises, Spring 2016

The homework will be published on this page, on the day of the lecture. Information about lectures can be found on the: lecture page.

Unless otherwise stated, work should be handed on every Monday by 12pm to the box of your teacher on the ground floor of Mercator 1. Exercises will generally be marked and returned to you at the werkcollege on Friday. The werkcollege's are:

All students who registered with the online form have now been assigned a workcollege. Find your name in the this list. Please go to the group you are assigned to. If you have not registered, contact me or Herman as soon as possible!

Handing in your answers: put them (handwritten or typed) into the delivery box of your exercise class teacher on the ground floor of Mercator 1. (Some teachers may support or prefer other means of handing in exercises; ask your teacher.) All further details can be read from a pdf with homework exercises, which is posted every Wednesday on this page.

Exercises schedule (topics subject to change):

  1. Topic: Linear equations, matrices and Gaussian-elimination
    • Exercises: pdf
    • Hand in before: 12/2 (note this is a Friday), 12:00
    • Werkcollege on: 19/2
  2. Topic: Solutions of (non)homogeneous systems
    • Exercises: pdf
    • Hand in before: 22/2, 12:00
    • Werkcollege on: 26/2
  3. Topic: Vector Spaces, Linear Maps and basic Matrix operations
    • Exercises: pdf
    • Hand in before: 29/2, 12:00
    • Werkcollege on: 4/3
  4. Topic: Kernel and Image, Matrix Product
    • Exercises: pdf
    • Hand in before: 7/3, 12:00
    • Werkcollege on: 11/3
  5. Topic: Determinant, Matrix Inverse, Transformation of Bases
    • Exercises: pdf
    • Hand in before: 14/3, 12:00
    • Werkcollege on: 18/3
  6. Topic: Eigenvalues and Eigenvectors
    • Exercises: pdf
    • Hand in before: 22/3, 12:00
    • Returned in question hour on: 1/4
  7. Topic: Inner product and orthogonality
    • Sample Exercises: pdf
    • Solutions: pdf
  8. Previous Exam
    • Exam: pdf
    • Note: Problem 2 was not covered in this course, and will not be on this years' exam.