User:Subekshya Poudel/Teaching Lesson Plan 13

Subject : Computer Graphics

Period: Fourth

Topic: 2D and 3D Transformation

Teaching Item: Successive and Composite Transformations

Level: Bachelor 6th sem

Unit: Three

Time: 50 min

No. of Students: 18

Specific Objective

At the end of this lesson students will be able to:

  • understand the concept of successive and composite transformations in computer graphics
  • learn how to apply multiple transformations to objects sequentially.
  • understand the order of transformations and their effects on objects

Teaching Materials

  • Laptop
  • Presentation slide
  • Projector
  • Whiteboard and marker

Teaching Learning Activities

  1. At first I will ask students what they understand till now about previous topic.
  2. Then begin the unit by introducing the concepts of successive and composite transformations and their importance in computer graphics.
  3. Explain that successive transformations involve applying multiple transformations to an object one after another.
  4. Define composite transformations as a single transformation resulting from the combination of multiple transformations.
  5. Present examples of successive transformations in both 2D and 3D, explaining the order of transformations and their effects on objects.
  6. Discuss how the order of transformations affects the final result, emphasizing the importance of transformation order.
  7. Introduce the concept of composite transformations as a single transformation matrix resulting from multiplying individual transformation matrices.
  8. Discuss how to create composite transformation matrices for multiple transformations.
  9. Ask students if there is any confusion on today's topic and provide guidance and assistance if needed.

Assessment

1. Describe the difference between successive and composite transformations.

2. Explain how the order of transformations affects the final result of the transformation sequence.

3. Discuss the advantages of using composite transformations over successive transformations.