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smc

geometry senior

Problem

problem
An acute isosceles triangle, , is inscribed in a circle. Through and , tangents to the circle are drawn, meeting at point . If and is the radian measure of , then
(A)
(B)
(C)
(D)
Solution
We can make two equations (assume angle D is y): and . We find that . Now we have to convert this to radians. 360 degrees is radians, so since we have degrees, the answer is which is
Final answer
A