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determine if \\( \\triangle r q p \\) is similar to \\( \\triangle h g …

Question

determine if \\( \triangle r q p \\) is similar to \\( \triangle h g f \\). if they are similar, enter the scale factor from \\( \triangle h g f \\) to \\( \triangle r q p \\). if they are not similar, enter none.

\\( m \angle r = m \angle h = 49 ^ { \circ } \\)

Explanation:

Step1: Check the ratio of sides

We have two pairs of sides: \(\frac{RQ}{HG}=\frac{12}{10}=\frac{6}{5}\) and \(\frac{RP}{HF}=\frac{15}{22}\).
Since \(\frac{6}{5}
eq\frac{15}{22}\), the sides are not in proportion.

Answer:

None