need the full solves Assignment Title: Proof and Applications of the theorem related to circle.D.In the figure, AB = CD and AB||CDa. Prove that O is the center of the circle.b. If OE = x cm of the circle with center 0, then prove that OF = x cm.c. If OE = x cm, OA5cm and AB(2x + 2) cm of the circle with center O, then findthe value of xd. If O is the centre of circle and 20AE = 30°, then prove that AAOD is an equilateral triangle.

a) In △DOC and △AOB∠ODC=∠OBA [Alternate Interior Angles]AB=CD [Given]∠OCD=∠OAB [Alternate…

Assignment Title: Proof and Applications of the theorem related to circle. In the figure, AB = CD and AB||CD a. Prove that O is the center of the circle. b. If OE = x cm of the circle with center O, then prove that OF = x cm. %3D c. If OE the value of x х ст, ОА 5cm and AB (2x + 2) cm of the circle with center O, then find d. If O is the centre of circle and OAE = 30°, then prove that AAOD is an equilateral triangle.

Assignment Title: Proof and Applications of the theorem related to circle. In the figure, AB = CD and AB||CD a. Prove that O is the center of the circle. b. If OE = x cm of the circle with center O, then prove that OF = x cm. %3D c. If OE the value of x х ст, ОА 5cm and AB (2x + 2) cm of the circle with center O, then find d. If O is the centre of circle and OAE = 30°, then prove that AAOD is an equilateral triangle.

Elementary Geometry for College Students

6th Edition

ISBN:9781285195698

Author:Daniel C. Alexander, Geralyn M. Koeberlein

Publisher:Daniel C. Alexander, Geralyn M. Koeberlein

Chapter10: Analytic Geometry

Section10.4: Analytic Proofs

Problem 28E

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