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docid=8157409168878797983&ei=h - ziSuD0MaS6lQfkjKSqDQ&q=parallel +lines+transversals&hl=en# Parallel Lines and a Transversal.

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Presentation on theme: "docid=8157409168878797983&ei=h - ziSuD0MaS6lQfkjKSqDQ&q=parallel +lines+transversals&hl=en# Parallel Lines and a Transversal."— Presentation transcript:

1 http://video.google.com/videoplay? docid=8157409168878797983&ei=h - ziSuD0MaS6lQfkjKSqDQ&q=parallel +lines+transversals&hl=en# Parallel Lines and a Transversal

2 Alternate Interior Angles 12 43 56 78 Can you name two pairs of alternate exterior angles?  1 and  8 or  2 and  7

3 12 43 56 78 Consecutive Exterior Angles Name another pair of consecutive Exterior angles.  1 and  2

4 12 43 56 78 Can you name two pairs of consecutive interior angles?  3 and  4 or  5 and  6

5 12 43 56 78 Corresponding Angles Name other corresponding angles.  1 and  5  3 and  7  4 and  8

6 You can see supplementary and vertical…

7 12 43 56 78 Choose any two angles and the relationship is either congruent or supplementary! Congruent…  1 and  5 or  1 and  8 Supplementary…  1 and  7 or  1 and  6 There are many more…

8 Example 1: Find x. One angle is obtuse and the other is acute, therefore they cannot be equal. The value of x is 12 .

9 Unsure… Use the corner test! Example 2: Find the measure of  A. A These are both acute angles… Then they are equal… Angle A is supplementary to a 70 , therefore  A=110 


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