Angles of a Circle Discovery Activity

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0.11 MB   |   3 pages

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Even the best Geometry students tend to struggle with the relationships between angles of a circle and their intercepted arcs (i.e. central angle = intercepted arc, inscribed angle = half its intercepted arc, formed by two intersecting chords = half the sum of the intercepted arcs, formed by two tangents, two secants, or a tangent and secant = half the difference of its intercepted arcs). This step-by step activity proves the theorems, acts as a great study tool, and provides additional practice problems.
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3
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Angles of a Circle Discovery Activity
Angles of a Circle Discovery Activity