2/17 - ANGLE RELATIONSHIPS VOCABULARY PRACTICE

Front

Back

Alternate Interior Angles

Front

What kind of angle is this? Options: obtuse, right, straight, acute

Back

acute

Front

Vertical angles are always

Back

congruent (equal measures)

Front

Supplementary angles always add up to

Back

180

Front

Back

Front

What is the vertical angle to angle 4 in two parallel lines cut by a transversal? Options: Angle 2, Angle 6, Angle 8, Angle 7

Back

Angle 7

Front

Which pair of angles represents corresponding angles? Options: \(\angle1\), \(\angle6\), \(\angle7\), \(\angle8\), \(\angle4\)

Back

\(\angle7\) and \(\angle8\)

Front

Which pair of angles represents alternate interior angles? Options: \(\angle3\) and \(\angle8\), \(\angle7\) and \(\angle2\), \(\angle7\) and \(\angle8\), \(\angle4\) and \(\angle8\)

Back

\(\angle7\) and \(\angle2\)

Front

Which pair of angles represents alternate exterior angles? Options: \(\angle4\) and \(\angle8\), \(\angle7\) and \(\angle5\), \(\angle1\) and \(\angle2\), \(\angle6\) and \(\angle5\)

Back

\(\angle4\) and \(\angle8\)

Front

If parallel lines are cut by a transversal, are \(\angle2\) and \(\angle6\) corresponding?

Back

False