[b]Explore the app below[/b] and learn the special names of the angles formed by two lines [math]AB[/math] and [math]A'B'[/math], intersected by a transversal [math]TT'[/math].[br][br][u]Drag the[b] [i][color=#6aa84f]green points[/color][/i][/b] [/u]and explore the special relationship between those angles, when the two lines cut by the transversal are parallel.[br][br]NOTICE what happens when you make the lines PARALLEL!
[right][/right]Two parallel lines are cut by a transversal. A [b]same side (consecutive) interior angle[/b] of a pair measures 45°.[br]What is the measure of the other same side interior angle of the pair? [color=#9900ff][b](ONLY 1 is correct!)[/b][/color]
Two parallel lines are cut by a transversal. One of the two [b]corresponding angles[/b] of a pair measures 59°.[br]What is the measure of the other corresponding angle of the pair? [b][color=#9900ff](ONLY 1 is correct!)[/color][/b]
Two parallel lines are cut by a transversal. One of the two [b]alternate interior angles[/b] of a pair measures 133°.[br]What is the measure of the other alternate interior angle of the pair? [b][color=#9900ff](ONLY 1 is correct!)[/color][/b]
Two parallel lines are cut by a transversal. One of the two [b]vertical angles[/b] of a pair measures 101°.[br]What is the measure of the other vertical angle of the pair? [b][color=#9900ff](ONLY 1 is correct!)[/color][/b]
Two parallel lines are cut by a transversal. One of the two angles of a [b]linear pair[/b] measures 101°.[br]What is the measure of the other angle of the pair? [b][color=#9900ff](ONLY 1 is correct!)[/color][/b]