Parallel Lines Cut by a Transversal-Part 3

Click on "Show Same Side (Consecutive) Interior Angles" above.

Which angle pairs can be classified as "Same Side Interior Angles"? Select all that apply.

[math]\angle[/math]5 & [math]\angle[/math]6 [math]\angle[/math]4 & [math]\angle[/math]5 [math]\angle[/math]3 & [math]\angle[/math]6 [math]\angle[/math]4 & [math]\angle[/math]6

What do you notice about the relationship between the Same Side Interior Angles, now that the two lines are parallel?

Supplementary No Relationship Complementary Congruent

Consecutive Interior Angles Theorem

If two [color=#ff0000][u][b][i]PARALLEL [/i][/b][/u][/color]lines are cut by a transversal, the [color=#38761d][u][i][b]Consecutive Interior Angles[/b][/i][/u][/color] are [color=#38761d][u][i][b]SUPPLEMENTARY[/b][/i][/u][/color].

Information: Parallel Lines Cut by a Transversal-Part 3