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Lines CD and DE are tangent to circle A shown below. If C to E is 98°, what is the measure of ∠CDE?
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Select one: a. 56° b. 49° c. 131° d. 82°
The measure of an angle formed by two tangents is equal to one-half of the difference of the two intercepted arcs. In our problem, the two tangents are intercepted by two arcs, CE and major arc CBE.
An entire circle has 360 degrees. Since arc CE = 98, major arc CBE = 360 - 98 = 262 degrees.
Therefore, angle D, the angle formed by the two tangents, is equal to: (1/2) (262-98) = 1/2 of 164 = 82 degrees.
ok now it makes sense
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