Principles of Triangle Congruence: Applications in Quadrilaterals and Polygons

Principles of Triangle Congruence: Applications in Quadrilaterals and Polygons

Secondary 3

In the diagram, \(BE=AD\), \(AE=BD\) and \(\angle ACE=76{}^\circ\).

  1. Show that \(\Delta ABE\) and \(\Delta BAD\) are congruent.
  2. Find \(\angle ABE\).
  3. Name another pair of congruent triangles.

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Answer:\(\text{(i)}\ \triangle ABE\equiv\triangle BAD\text{ (SSS)}\) \(\text{(ii)}\ 38^\circ\) \(\text{(iii)}\ \triangle ACE\equiv\triangle BCD\text{ (AAS)}\)

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