Polygons - Properties of Special Triangles
Polygons - Properties of Special Triangles
In the figure, \(O\) is the centre of the circle \(ABCD\) and it intersects the circle \(AOCE\) at \(A\) and \(C\). Given that \(ECB\) and \(ADE\) are straight lines, prove that
- \(DE = CE\),
- \(\angle CDE = \angle BAD\).
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Answer:(i) Proved: \(DE=CE\) (ii) Proved: \(\angle CDE=\angle BAD\)
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