Q. No. 26. If ABC is equilateral triangle in a circle and P is any point on short ARC BC. Which is not coincidence of B and C. Then prove angle PA is bisector of ∠BPC.
Q. No. 27. In figure 12.78, AB and CD are two chords which intersect each other at point E. Then prove
∠AEC = 1/2(Angle made by Arc CXA on center + Angle made by DYB on centre).
Q. No. 28. If bisectors of opposite angles in a cyclic quadrilateral ABCD, intersect the circular at P and Q points, then prove PQ is the diameter of circle.
Q. No. 29. The radius of a circle is √2 cm. This circle is divided into two parts by 2 cm long chord. then prove that an angle of 45° is subtends at any point of major segment by this arc.
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Q. No. 26 to 29. Misc. Ex 12 Ch 12 Circle (वृत) Class 10 Maths RBSE Hindi Cyclic Quadrilateral 2017 vishwakarma government engineering college | |
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