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Let Γ1 and Γ2 be two circles touching each other externally at R. Let l1 be a line which is tangent to Γ2 at P and passing through the centre O1 of Γ1 . Similarly, let l2 be a line which is tangent to Γ1 at Q and passing through the centre O2 of Γ2 . Suppose l1 and l2 are not parallel and intersect at K. If KP = KQ, prove that the triangle PQR is equilateral.
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@TessaMarie08181997
@mikaela19900630 Madam you too come here.
it is the first one on there
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Thank you Madam
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