in $\triangle hij$, $overline{hi}congoverline{jh}$ and $mangle j = 34^{…

$in $\triangle hij$, $overline{hi}congoverline{jh}$ and $mangle j = 34^{…$

in $\triangle hij$, $overline{hi}congoverline{jh}$ and $mangle j = 34^{circ}$. find $mangle i$.

Since $\overline{HI}\cong\overline{JH}$ in $\triangle HIJ$, $\angle I\cong\angle J$.

Given $m\angle J = 34^{\circ}$, then $m\angle I=m\angle J$.

$34^{\circ}$