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The Pedal Triangle
Tekijä:
Steve Phelps
For a given triangle ABC and a point P in the plane of the triangle, drop perpendiculars to each side from this point. Use the feet of these perpendiculars as vertices of a new triangle. This new triangle is the pedal triangle.
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The Coordinate Plane (Cartesian Plane)
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Tangent Plane to a Sphere
Parallel lines, Transversals and Segments
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Dilations Practice
Uniform Circular Motion
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Polar Reciprocals: A Limaçon (no loop) and an Ellipse
Derivatans definition
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