Definitions and Examples of collinear, linear, parallel
Learn when and how to use these words with these examples!
Lying on the same straight line.
Example
In geometry, three or more points are said to be collinear if they lie on the same line.
Arranged in or extending along a straight or nearly straight line.
Example
The graph shows a linear relationship between the two variables.
Extending in the same direction and never meeting or intersecting.
Example
The railroad tracks run parallel to each other.
Key Differences: collinear vs linear vs parallel
- 1Collinear refers to points that lie on the same line.
- 2Linear describes an arrangement or extension along a straight or nearly straight line.
- 3Parallel refers to lines or planes that never meet or intersect.
Effective Usage of collinear, linear, parallel
- 1Geometry: Use these antonyms to describe the relationship between points or lines in a geometric context.
- 2Mathematics: Incorporate these antonyms in mathematical problems that involve lines, planes, or graphs.
- 3Science: Utilize these antonyms in science classes to explain concepts such as motion, force, and energy.
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Remember this!
The antonyms collinear, linear, and parallel describe the relationship between points or lines in a geometric context. Use these words in geometry, mathematics, and science classes to explain concepts and solve problems.
