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Answered by
1
Answer:
Since
In triangle
ABQ. ABP
Angle aqb is equals angle apb
Ab equals ab
Angle pab equals angle qab
Therefore triangle apb congruent triangle aqb
BP equals bq by cpct
Answered by
0
Answer:
(i)In triangles AQB and APB we have,
angleQAB=anglePAB (l is the bisector of angleA)
AB=AB (common)
angleBQA=angleBPA (Each=90°)
Triangle AQB = TriangleAPB (By A. S. A rule)
(ii) Triangle APB= TriangleAQB
So BP=BQ (C. P. C. T.)
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