Question

Determine if triangle GHI and triangle JKL are similar or not similar

Answer 1

From triangle GHI;

$\begin{gathered} \angle G=180-34-49 \\ \angle G=97^o \end{gathered}$

Similarly, From triangle JKL;

$\begin{gathered} \angle L=180-97-34 \\ \angle L=49^o \end{gathered}$

Thus measured angle I is similar to measured angle L, measured angle G is similar to measured angle J and lastly measured angle H is similar to measured angle K.

Thus, the two triangles are similar because all corresponding angles are equal (AAA)

CORRECT OPTION: AA: Two angles congruent