Math, asked by DMsiya234, 6 hours ago

सिद्ध कीजिए कि किन्हीं तीन असरेख बिन्दुओ से एक वृत खीचा जा सकता हैं।
hint:- रेखा OA तथा OB के सम्दिभाजन करो , फिर जहाँ दोनो भुजाएं मिले वहां से वृत खीचों।​

Answers

Answered by shiwkishor
0

Step-by-step explanation:

Let A, B, C are three points not in a line. Join AB and BC . Draw perpendiculars from mid points of AB and BC.

Since AB and BC are not parallel, perpendiculars would not be parallel.Hence, both perpendiculars will meet at a pont. Let that point is o. Now join OA, OB and OC. Triangle OAB and triangle OBC are isosceles triangles. Now a circle can be drawn

having its center at O and radius OA.

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