Locus of Midpoints of All Chords Through a Point Inside a Circle

2015-03-25 17:46
This GeoGebra example demonstrates the locus formed by the midpoints of all chords passing through a fixed point inside a circle. As a chord rotates around the interior point, the collection of midpoints traces out a new circle whose diameter is the segment connecting the original circle's center to the fixed point. This interactive construction illustrates key geometric concepts including circle
Locus of Midpoints of All Chords Through a Point Inside a Circle
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