PLZ SOLVE THIS ITS URGENT ...
NO SPAMS....
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Hope this attachment may help you. ..
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Answer:
In ∆ABC
we have to prove that ∆ABP=∆APC
AP=AP(Common)
AB=AC(given)
BP=BC(AP is perpendicular bisector of BC)
So, by RHS rule ∆ABP=∆APC
BY CPCT ANGLE B = ANGLE C
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