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Find the measure of
/_FU.

m/_FL=◻ 。
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Transversals of parallel lines: find angle measures (72)
Lesson: Transversals of parallel lines

Find the measure of $\angle F U$ . $\newline$ $m \angle F L=\square$ 。 $\newline$ Submit $\newline$ Not feeli $\newline$ Transversals of parallel lines: find angle measures ( $72$ ) $\newline$ Lesson: Transversals of parallel lines

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Find the magnitude of a vector

Full solution

Q. Find the measure of

\angle F U

.

\newline

m \angle F L=\square

。

\newline

Submit

\newline

Not feeli

\newline

Transversals of parallel lines: find angle measures (

72

)

\newline

Lesson: Transversals of parallel lines

Relationship Identification: First, we need to know the relationship between $\angle FL$ and $\angle FU$ . Since they are angles formed by a transversal with parallel lines, they might be corresponding, alternate interior, or alternate exterior angles.
Using Properties of Parallel Lines: If $m_{\angle FL}$ is given and we know its relationship to $\angle FU$ , we can use the properties of parallel lines to find the measure of $\angle FU$ . But we don't have the measure of $\angle FL$ or its relationship to $\angle FU$ .

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