Entrance Announcement
MICTE 2080
2080 Magh 07
User:Shila Regmi/Teaching Lesson Plan 18: Difference between revisions
Shila Regmi (talk | contribs) Created page with "<div style="column-count: 2; column-gap: 20px;"> '''Subject :''' Computer Graphics '''Period:''' Fourth '''Topic:''' Three Dimensional Graphics '''Teaching Item:''' Projection: Definition and Types, Derivation of Parallel and Perspective Projection Matrices '''Class:''' BICTE 6th Semester '''Unit:''' Five '''Time:''' 50min '''No. of Students:''' </div> == Specific Objectives: == At the end of this les..." |
Shila Regmi (talk | contribs) No edit summary |
||
| (3 intermediate revisions by the same user not shown) | |||
| Line 1: | Line 1: | ||
<div style="column-count: 2; column-gap: 20px;"> | <div style="column-count: 2; column-gap: 20px;"> | ||
'''Subject :''' Computer Graphics | '''Subject:''' Computer Graphics | ||
'''Period:''' Fourth | '''Period:''' Fourth | ||
'''Topic:''' Three Dimensional Graphics | '''Topic:''' Three Dimensional Graphics | ||
| Line 14: | Line 14: | ||
'''Time:''' 50min | '''Time:''' 50min | ||
'''No. of Students:''' | '''No. of Students:''' 18 | ||
</div> | </div> | ||
| Line 21: | Line 21: | ||
At the end of this lesson, students will be able to: | At the end of this lesson, students will be able to: | ||
* understand how projection matrices are derived for parallel and perspective projections. | |||
== Instruction Materials: == | == Instruction Materials: == | ||
| Line 33: | Line 33: | ||
== Teaching Learning Activities == | == Teaching Learning Activities == | ||
I will start the lesson by asking students what they know about | I will start the lesson by asking students what they know about parallel and prespective projection. Encourage them to share their thoughts and experiences. | ||
I will introduce the concept of projection matrices and their significance in representing projection transformations. | |||
I will introduce the concept of homogeneous coordinates and how they are used in projection transformations and derive the parallel projection matrix for orthographic projection using linear transformations. | |||
I will explain the elements of the parallel projection matrix and how they relate to the projection process. | |||
I will introduce the concept of perspective division and how it affects perspective projection and derive the perspective projection matrix using homogeneous coordinates and perspective division. | |||
I will explain the elements of the perspective projection matrix and how they relate to the projection process. | |||
I will ask students if they have any confusion related to today topic and at last i will summarize the lesson in brief. | I will ask students if they have any confusion related to today topic and at last i will summarize the lesson in brief. | ||
== Assessment == | == Assessment == | ||
* Explain the concept of a projection matrix and its role in representing projection transformations in computer graphics. | |||
* Discuss the elements of the perspective projection matrix and their relationship to the projection process. | |||
* Describe the elements of the parallel projection matrix and discuss their significance in the projection process. | |||
== Evaluation == | == Evaluation == | ||
* Provide examples of real-world applications where parallel and perspective projections are used, and explain how projection matrices are employed in those contexts. | |||
Latest revision as of 04:54, 27 April 2024
Subject: Computer Graphics
Period: Fourth
Topic: Three Dimensional Graphics
Teaching Item: Projection: Definition and Types, Derivation of Parallel and Perspective Projection Matrices
Class: BICTE 6th Semester
Unit: Five
Time: 50min
No. of Students: 18
Specific Objectives:
At the end of this lesson, students will be able to:
- understand how projection matrices are derived for parallel and perspective projections.
Instruction Materials:
Daily usages materials.
PowerPoint slide.
Multimedia Projector
Laptop
Teaching Learning Activities
I will start the lesson by asking students what they know about parallel and prespective projection. Encourage them to share their thoughts and experiences.
I will introduce the concept of projection matrices and their significance in representing projection transformations.
I will introduce the concept of homogeneous coordinates and how they are used in projection transformations and derive the parallel projection matrix for orthographic projection using linear transformations.
I will explain the elements of the parallel projection matrix and how they relate to the projection process.
I will introduce the concept of perspective division and how it affects perspective projection and derive the perspective projection matrix using homogeneous coordinates and perspective division.
I will explain the elements of the perspective projection matrix and how they relate to the projection process.
I will ask students if they have any confusion related to today topic and at last i will summarize the lesson in brief.
Assessment
- Explain the concept of a projection matrix and its role in representing projection transformations in computer graphics.
- Discuss the elements of the perspective projection matrix and their relationship to the projection process.
- Describe the elements of the parallel projection matrix and discuss their significance in the projection process.
Evaluation
- Provide examples of real-world applications where parallel and perspective projections are used, and explain how projection matrices are employed in those contexts.