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The Tangent Segments Theorem
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Representations of a problem-based lesson that leads to the Tangent Segments Theorem which states that if a circle is tangent to two intersecting lines, the points of tangency are equidistant from the point of intersection of the lines. By working on the problem of finding a circle tangent to two intersecting lines, students are led to see that the points of tangency must be equidistant from the intersection of the lines
Description
Representations of a problem-based lesson that leads to the Tangent Segments Theorem which states that if a circle is tangent to two intersecting lines, the points of tangency are equidistant from the point of intersection of the lines. By working on the problem of finding a circle tangent to two intersecting lines, students are led to see that the points of tangency must be equidistant from the intersection of the lines.
Additional information
| Mathematics Domain | Geometry |
|---|---|
| Date Last Updated | June 2025 |
| Creators | The GRIP Lab and teachers in east coast and ohio valley region of United States |
| Annotators | Teachers in Washington, California, Bulgaria, India |
| Lesson Formats | Animations, Annotated Storyboards, Storyboards |
| Grade Level | 7 to 9 |
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