Question

In the figure, mLT = m/V and E is the midpoint of TV.

What congruence statement proves TER=VEC ?

Answer 1

AAS

Explanation:

`\mathrm{(i)\ }\angle \mathrm{T}=\angle \mathrm{V}\ (A)\\\mathrm{(ii)} \angle \mathrm{TER} = \angle \mathrm{CEV}\ (A)\\\mathrm{(iii)\ } \mathrm{RE=EC\ (S)}\\\mathrm{(iv)\ \triangle TER \cong \triangle VEC}\ \mathrm{(By\ AAS\ axiom)}`