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Published byElmer Nash Modified over 9 years ago
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Lesson 5: Proving Lines Parallel
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Corresponding angles are congruent, Alternate exterior angles are congruent, Consecutive interior angles are supplementary, Alternate interior angles are congruent, Two lines are both perpendicular to the transversal, Then the lines are parallel. If given a line and a point not on the line, there is exactly one line through that point that is parallel to the given line
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B. Given m 1 = 103 and m 4 = 100, is it possible to prove that any of the lines shown are parallel?. A. Given 1 3, is it possible to prove that any of the lines shown are parallel?
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Find ZYN so that ||. Show your work.
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A. Given 9 13, which segments are parallel? B. Given 2 5, which segments are parallel? C. Find x so that AB || HI if m 1 = 4x + 6 and m 14 = 7x – 27. __ ___
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