QuestionIf $\triangle \mathrm{AFG} \sim \triangle \mathrm{RHT}$, find $\angle A \cong$ which corresponds to which angle? a. $\angle \mathrm{R}$ b. $\angle \mathrm{H}$ c. $\angle T$ d. $\angle G$

Studdy Solution
Now, we can answer the questions.
a. $\angle A \cong \angle R$ because they are corresponding angles in similar triangles.
b. $\angle A$ is not congruent to $\angle H$ because they are not corresponding angles.
c. $\angle A$ is not congruent to $\angle$ because they are not corresponding angles.
d. $\angle A$ is not congruent to $\angle G$ because they are not corresponding angles.