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In circle A shown below, m is 67° and m is 74°. What is m∡FDE? Answer 33.5° 37° 70.5° 74°
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70.5°
This one stumped me. It has to factor into it the ratio of lengths of chords I think.
When two chords intersect within a circle, the measure of an angle formed is equal to 1/2 the sum of the measures of the arcs the angle and its verticall angles intercept.
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Above is how I interpret the problem.
|dw:1330529241999:dw|
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