OpenStudy (anonymous):
hi
OpenStudy (imstuck):
The first part of the question has me a bit confused, as I'm not sure where your points are located. The second part "Each perpendicular contains a chord. Compare the lengths of the chords", wants to know the relationship between a chord and its perpendicular bisector, I believe. Any time there is a perpendicular bisector, it splits exactly in half whatever it is that it is splitting. Therefore, the chords that are split by the bisector are congruent to one another. For the third part, and I just reviewed this yesterday with my Geometry students for their final, there is a theorem that states that chords that are equidistant from the center are congruent within a circle, and that congruent chords within a circle are equidistant from the center. l really don't understand the first part, but maybe I can with some clarification.
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