Mathematical Foundations of Computer Graphics

What are the two fundamental coordinate spaces in computer graphics?

• Local Space

• World Space

• Both A and B

• None of the above

What is local space in computer graphics?

• The global coordinate system

• The coordinate system relative to an individual 3D model

• The space where all objects are positioned

• None of the above

What does the model transformation matrix represent?

• M=T×R×S

• M=R×S×T

• M=S×T×R

• None of the above

What is eye space in computer graphics?

• The perspective of the camera

• The global coordinate system

• The local space of an object

• None of the above

What is the purpose of the view transformation matrix?

• To move objects from local space to world space

• To determine how objects appear relative to the camera

• To scale objects in the scene

• None of the above

What are the components of the synthetic camera?

• Position, Orientation, Projection

• Local Space, World Space, Eye Space

• Model Matrix, View Matrix, Projection Matrix

• None of the above

What is the difference between perspective and orthographic projection?

• Perspective has distortion, orthographic does not

• Both are the same

• Orthographic has distortion, perspective does not

• None of the above

What is the final transformation pipeline in rendering a 3D scene?

• Local Space → World Space → Eye Space → Clip Space → Screen Space

• World Space → Local Space → Eye Space → Clip Space → Screen Space

• Eye Space → Clip Space → Local Space → World Space → Screen Space

• None of the above

What is the coordinate system relative to an individual 3D model called?

• World Space
  

• Local Space
  

• Eye Space
  

• Clip Space

What transformation moves an object from local space to world space?

• View Matrix
  

• Projection Matrix
  

• Model Matrix
  

• Perspective Matrix