{{asɛmtiNe Ɔkyerɛwfo}} | Nhomakorabea | Nneɛma a ɛma wotumi yɛ ade

We want to use the Converses of Angles on the Transversals to prove if lines are parallel.

For questions 1-3, determine which lines are parallel and by which converse. If they are not parallel then select not parallel.

You are to assume that the angle measure markers mean that the angles are congruent.

1

c||d using the converse of same side interior angles

a||b using the converse of same side interior angles

a||b using the converse of alternate interior angles

There are no parallel lines in this figure

c||d using the converse of alternate interior angles

1

c||d using the converse of alternate exterior angles

a||b using the converse of corresponding angles

c||e using the converse of corresponding angles

There are no parallel lines in this figure

a||e using the converse of alternate exterior angles

1

a||b using the converse of alternate interior angles

e||b using the converse of alternate exterior angles

There are no parallel lines in this figure

c||e using the converse of corresponding angles

a||b using the converse of same side interior angles

1

What is the equation for this line? Think y=mx+b.

1

1