o is a point in the interior of a square abcd such that cod is an equilateral triangle show that ∆abc is an isosceles triangle
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In triangle ABC AB=BC And we know that sides of square are equal and make right angle so angle B=90 so is hypotenuse
So, AB=BC not equal to AC
Then ABC is isosceles triangle
So, AB=BC not equal to AC
Then ABC is isosceles triangle
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