Question

look at this diagram:
if \\( \overleftrightarrow { p r } \\) and \\( \overleftrightarrow { s u } \\) are parallel lines and \\( m \angle u t q = 62.4 ^ { \circ } \\), what is \\( m \angle s t v \\)?
\\( \square ^ { \circ } \\)

Explanation:

Step1: Identify vertical angles

$\angle UTQ$ and $\angle STV$ are vertical angles. Vertical angles are equal.

Step2: Substitute the given value

Since $m\angle UTQ = 62.4^{\circ}$, then $m\angle STV=m\angle UTQ$.

Answer:

$62.4$