Question

find $m\angle gfe$.
answer attempt 1 out of 2
$m\angle gfe = \square$
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Explanation:

Step1: Identify triangle type

The marks on $\overline{GF}$ and $\overline{EF}$ show $\overline{GF} = \overline{EF}$, so $\triangle GFE$ is isosceles with $\angle G = \angle E$.

Step2: State given angle

$\angle G = 37^\circ$, so $\angle E = 37^\circ$.

Step3: Calculate $\angle GFE$

Use triangle angle sum: $\angle G + \angle F + \angle E = 180^\circ$.
$\angle GFE = 180^\circ - 37^\circ - 37^\circ$

Answer:

$106^\circ$