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the incircle of trianglePQR touches PQ at the point x ,QR AT Y AND PR AT Z. if PR =15cm then find the length of PQ
prove that the angles subtended by the common tangent to two intersecting circles at their point of intersection are supplementary
tangents chapter equation
draw a circle of radious 3cm mark another point 10cm away from the centre.
In the board qt section of the first topic it is said that
How can we construct an incircle for a triangle and for a quadrilateral?(a polygon inscribed in a circle).
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