Polygons - Properties of Special Triangles

Polygons - Properties of Special Triangles

In the figure, \(BCE\) and \(ADE\) are straight lines. Given that \(\angle BAD = \angle ACD\), prove that

\(CD\) bisects \(\angle ACE\),
\(BD = AD\).

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Answer:(i) Proved: \(CD\) bisects \(\angle ACE\) (ii) Proved: \(BD=AD\)

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