Find the measures of corresponding angles when the lines are parallel Geometry

Given that L_1 and L_2 are parallel, determine the value of the angle \widehat{a}.

\widehat{a}=60°

\widehat{a}=100°

\widehat{a}=120°

\widehat{a}=40°

Given that L_1 and L_2 are parallel, determine the value of the angle \widehat{a}.

\widehat{a}=45°

\widehat{a}=100°

\widehat{a}=135°

\widehat{a}=40°

Given that L_1 and L_2 are parallel, determine the value of the angle \widehat{a}.

\widehat{a}=80°

\widehat{a}=100°

\widehat{a}=110°

\widehat{a}=90°

Given that L_1 and L_2 are parallel, determine the value of the angle \widehat{a}.

\widehat{a}=105°

\widehat{a}=100°

\widehat{a}=75°

\widehat{a}=45°

Given that L_1 and L_2 are parallel, determine the value of the angle \widehat{a}.

\widehat{a}=105°

\widehat{a}=100°

\widehat{a}=75°

\widehat{a}=45°

Given that L_1 and L_2 are parallel, determine the value of the angle \widehat{a}.

\widehat{a}=72°

\widehat{a}=100°

\widehat{a}=120°

\widehat{a}=108°

Given that L_1 and L_2 are parallel, determine the value of the angle \widehat{a}.

\widehat{a}=60°

\widehat{a}=100°

\widehat{a}=120°

\widehat{a}=40°