Solution
a)Using Congruency of angles and sides (SSS)(Side Side Side) and AAA(Angle Angle Angle) respectively, We have
[tex]AC\cong FH[/tex][tex]AB\cong FG[/tex][tex]BC\cong HG[/tex][tex]\begin{gathered} Angle\text{CAB}\cong AngleHFG \\ \text{Angle CBA}\cong Angle\text{ HGF} \\ \end{gathered}[/tex][tex]\text{Angle ACB}\cong Angle\text{ FHG}[/tex]b) The transformation is reflective of the x-axis. Triangle ABC is the inverted form of triangle FGH