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Draw two circles having centre at A and B reservedly and of equal radii of 4 cm so that each one of them passes throughs the centre of the other. |
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Answer» ong>Step-by-step explanation: Let us draw two circles of same radius which are PASSING through the centres of the other circle. Here, point A and B are the centres of these circles and these circles are intersecting each other at point C and O. In quadrilateral ADBC, AD=AC(Radius of circle centered at A) BC=BD(Radius of circle centered at B) As radius of both circles are equal, therefore, AD=AC=BC=BD Hence, ADBC is a rhombus and i an rhombus, the diagonals bisect each other at 90 o . Hence, AB and CD are at RIGHT angles. BY TEJAS KULKARNI PLEASE FOLLOW AND MARK AS BRAINLIST |
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