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In the figure below, FGH is congruent to RST. Find the measures of FG and Angle S

In the figure below, FGH is congruent to RST. Find the measures of FG and Angle S-example-1

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Since the triangles are congruent, the corresponding sides and angles between each triangle are also congruent.

The sides FG and SR are corresponding sides, so we have FG = 1.9.

The angles G and S are corresponding angles, so we have S = 75°.

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