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Lesson 3.13 Collinearity
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Homework Lesson 3.13 _pg 264_ #1 & 6
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Collinear Points in a set are collinear if they ALL lie on the same line.
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These points appear to form a triangle. They are not collinear.
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These points lie on a horizontal line. They are collinear.
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Here are a few facts about points and collinearity:
Any two points are always collinear with each other, because you can draw a line that contains them both. All the points on a line are collinear with each other. A point that is not on a line CANNOT be collinear with any pair of points on the line.
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Example 1 Find three points on the graphs of π=π π . Are they collinear?
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Example 2 Find three points on the graphs of π+π=π(πβπ). Are they collinear?
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