Beginner Topic 8 of 49 Graphics, Vision & Media
Coordinate Systems
Cartesian spaces used to position graphics.
How it works
A coordinate system assigns numbers to positions in space. Cartesian coordinates use perpendicular axes, polar coordinates use distance and angle, and 3D adds cylindrical and spherical systems. Graphics works with several spaces: model or object space, world space, view or camera space, clip space, normalized device coordinates and screen space, and transformations convert among them. Conventions differ: screen coordinates often put the origin at the top-left with y pointing down, while math puts it at the bottom-left, and 3D can be right-handed or left-handed.
Where it is used
Rendering, games, mapping, robotics and CAD all rely on consistent coordinate conventions, with geographic coordinates adding latitude, longitude and projections.
Common pitfall
Mixing conventions, such as y-up versus y-down, left versus right handedness and degrees versus radians, causes flipped or mirrored results. Applying transformations in the wrong order gives wrong positions. Precision loss far from the origin causes jitter. Document conventions and keep transformation chains explicit.
Where it fits in the course
Coordinate Systems is topic 8 of 49 in Graphics, Vision & Media, rated Beginner. It follows Video Basics. The next topic is Line Drawing Algorithms.
Practice and explore
- Open the interactive lesson, with a mini quiz.
- Take the Graphics, Vision & Media quiz.
How to study this topic
- Read the explanation above and restate the definition in your own words.
- Open the interactive lesson and answer its mini quiz.
- Read the common pitfall, then write a short example that avoids it.
- Check your understanding in the Graphics, Vision & Media quiz, and revisit the topic if you miss a question.
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Related topics
- Video Basics (Graphics, Vision & Media)
- Line Drawing Algorithms (Graphics, Vision & Media)
- Audio Basics (Graphics, Vision & Media)
- Polygons and Meshes (Graphics, Vision & Media)
- Number Systems (Math for Computing)
- Peer-to-Peer Systems (Distributed Systems & Cloud)
- Recommender Systems (Emerging & Frontier Topics)