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gfih ≅ spqr. what is m∠s?

Question

gfih ≅ spqr. what is m∠s?

Explanation:

Step1: Recall property of congruent polygons

Corresponding angles of congruent polygons are equal. Since $GFIH\cong SPQR$, $\angle S$ corresponds to $\angle I$.

Step2: Identify measure of $\angle I$

From the first polygon, $m\angle I = 43^{\circ}$.

Answer:

$43$