Question #6c63a Geometry Circles Central, Inscribed, and Circumscribed Angles 1 Answer Shwetank Mauria Mar 26, 2017 You are right. It is #132^@#. Explanation: As measure of arc #BFD=228^@#, #m/_BPD=1/2m hat(BFD)=1/2xx228=114^@# Now joining #BP# and #PD#, as #/_CBP=/_CDP=90^@# #/_BCD=180^@-114^@=66^@# and as #AE# subtends #/_AOE# at center, and ths is double #/_BCD# #mhat(AFE)=2xx66^@=132^@# Answer link Related questions Why perpendicular bisectors of any triangle intercept in the center of circumscribed circle? What is the area of a semicircle with radius #8# cm? If one of the sides of a right angled triangle, whose all sides have integral values, is #12#,... Prove that the largest isosceles triangle that can be drawn in a circle, is an equilateral triangle? Question #00f2d Question #af2a7 Question #19822 ABC is a Right Triangle ,right angled at B. C(o,r) is the incircle and o is the incenter of the... Damari is constructing an equilateral triangle inscribed in a circle and has gotten this far.... This figure shows circle O with diameter QS . mRQS=290∘ What is the measure of ∠ROS ? See all questions in Central, Inscribed, and Circumscribed Angles Impact of this question 1869 views around the world You can reuse this answer Creative Commons License