In the diagram below, the straight line $ACD$ bisects $\angle ECB$.
$BC = CE$ and $AD$ is perpendicular to $EB$.

Question

In the diagram below, the straight line $ACD$ bisects $\angle ECB$. $BC = CE$ and $AD$ is perpendicular to $EB$. Name a pair of congruent triangles. Give reasons for the congruence.

Accepted Answer

$\text{(i)}\ \triangle CED\cong\triangle CBD$ $\text{(ii)}\ CE=CB,\ CD=CD,\ \angle ECD=\angle BCD\text{; SAS}$

IP2U8 Exercise Q2

IP2U8 Exercise Q2

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