given line l bisect angle A ....
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In triangles AQB and APB ,
Angle QAB = Angle BAP ( the line l bisects angle QAP)
Angle APB = Angle QBA (BP and BQ are perpendicular to AP and BP respectively)
AND AB is common line.
Therefore ,BY Angle Angle Side Congurancy ,
triangle AQB =~ tiangle APB
BY Complementary parts of congurant triangle ,
PB=BQ
Angle QAB = Angle BAP ( the line l bisects angle QAP)
Angle APB = Angle QBA (BP and BQ are perpendicular to AP and BP respectively)
AND AB is common line.
Therefore ,BY Angle Angle Side Congurancy ,
triangle AQB =~ tiangle APB
BY Complementary parts of congurant triangle ,
PB=BQ
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