Form 4 Matrices and Transformations Lessons

The following areas will be covered in this course:
(i) Finding the matrix of transformation given the object and image positions.
(ii) Describing the nature of reflection, given the matrix of the reflection.
(iii) Describe a given rotation using the matrix of transformation given.
(iv) Finding the matrix of the inverse of a given transformation.
(v) Relate the area scale factor and the determinant of the matrix of transformation.
(vi) Determine the area of the object/image given the area of the image/object and the matrix of transformation.
(vii) Describing shear as a transformation.
(viii) Finding the matrix of transformation given a description of a stretch.
(ix) Distinguishing between the isometric and non-isometric transformations.

Lessons (7)     SHARE

• 1.    Finding the matrix of transformation given the object and image positions
  10m 1s

• 2.    Describing the nature of reflection, given the matrix of the reflection
  17m 34s

• 3.    Describing a given rotation using the matrix of transformation given
  17m 14s

• 4.    Finding the matrix of the inverse of a given transformation
  12m 6s

• 5.    Area scale factor and the determinant of the matrix
  3m 45s

• 6.    Fully describing shear as a transformation
  14m 15s

• 7.    Lesson on Stretch: Matrices and Transformations
  10m 30s

---

Related Content

---