Circular Segment

Exploration 1. 1. Construct two chords BC and DE that intersect in the interior of a circle at a point F. 2. Find the segment lengths BF, CF, DF, and EF and complete the table in your hyperdoc. What do you observe?

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When you have intersecting segments such as these, the relationship is that the product of the segment pieces of one segment is equal to the product of the segment pieces of the other.

3.0. 2. =. 17.2. If you know the radius of the circle and the height of the segment, you can find the segment area from the formula below. The result will vary from zero when the height is zero, to the full area of the circle when the height is

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