Question

In hyperbolic geometry, please prove the following:Let RPS be a line. Assume line RP is left parallel to line L and SP is right parallel to line L. Then the bisector of <RPS is perpendicular to line L.

          In hyperbolic geometry, please prove the following:Let RPS be a line. Assume line RP is left parallel to line L and SP is right parallel to line L. Then the bisector of <RPS is perpendicular to line L.
        

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Geometry A Common Core Curriculum
Geometry A Common Core Curriculum
Ron Larson, Laurie Boswell 1st Edition
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In hyperbolic geometry, please prove the following:Let RPS be a line. Assume line RP is left parallel to line L and SP is right parallel to line L. Then the bisector of <RPS is perpendicular to line L.
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Transcript

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00:01 Looking at theorem 4 .5, we know that pa is going to be congruent to pb, and then we know that pb, thus, is congruent to pc...
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