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Analytic Geometry of Circles Define, create and explore circles and their equations. Dynamic change of circles by changing the parameter values of their equations. Learn the properties and characteristics of circles and their geometrical representation. The following screenshots were designed to meet the pedagogical approach needed for teaching and learning of these topics: Topic 1 - A circle centered at the origin Topic 2 - Any circle Topic 3 - A tangent to a circle from a point Dynamic movable
tools, such as: Points,
Segments, Straight Lines, Parallels, Perpendiculars, Tangents,
Chords, Perpendiculars from a point, Tangents through an external
point, Angles and Angle Bisectors. Quantitative coordinate system (scales), fully user controlled by zooming in/out, dragging the axes and changing the scales. Copy and Print: All the content can be easily transferred to a Word® document or to any presentation program such as Power Point® or to be printed directly. A Help supplement to the software includes specified instructions for each of the software's components.
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| Topic 1: A circle centered at the origin | |||
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| Topic 2: Any circle | |||
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| Topic 3: A tangent to a circle from any point | |||
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