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In circle A shown below, mArc BC is 67° and mArc EF is 74°. Points B, C, E, F lie on Circle A; lines BE and CF pass through point D creating angle EDF; measure of arc BC is 67 degrees and measure of arc EF is 74 degrees. What is m∡FDE? 37° 74° 70.5° 33.5°
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Is there a figure?
|dw:1381249871173:dw|
\(x = \dfrac{1}{2}(m(arc)BC + m(arc)BC) \)
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