If AP=CP then prove that BP is angle bisector of angle ABC
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Answer:
angle ABP = CBP
Step-by-step explanation:
in triangle APB and triangle CPB
AP=CP (given)
BP=BP (common)
angle APB = CPB = 90 degree
therefore triangle APB congruent to CPB (SAS)
angle ABP = CBP (CPCT)
so BP is the angle bisector of angle ABC
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