In fig angle abc = angle acb then angle abd = angle acd. Show that bd=cd. State the axiom that you use here
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If in two ∆ two Angles are equal than the third angle is also equal
And AB is common in both ∆
from ASA Cong.
∆ABC=∆ABD
BD=CD
And AB is common in both ∆
from ASA Cong.
∆ABC=∆ABD
BD=CD
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