how to find this one?
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Step-by-step explanation:
For (1) in ΔABD and ΔACD
AB = AC (ΔABC is isosceles triangle)
BD = DC (ΔDBC is isosceles triangle)
AD = AD (Common side in both triangles)
So from SSS congruence rule, we can say
ΔABD ≅ ΔACD
For (2) in ΔABP and ΔACP
AB = AC (ΔABC is isosceles triangle)
AP = AP (Common side in both triangles)
BP = PC (P will be mid point for isosceles triangle)
So from SSS congruence rule, we can say
ΔABP ≅ ΔACP
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Answer:
Hey user kindly refer to the attachment
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hope it helps
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