in figure, AC=BC, ANGLE DCA=ECB AND ANGLE DBC=EAC
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✔️GIVEN :-
AC = BC
angleDCA = angleECB
angleDBC = angleEAC
✔️TO PROVE :-
i) ∆ DBC congruent to ∆ EAC
ii) DC = EC
iii) BD = AE
✔️ PROOF :-
In ∆ DBC and ∆ EAC,
DBC = EAC ...(given)-–––––––––(i)
BC = AC ....(given) –––––––––––(ii)
angle ECB+DCE = angle DCA+DCE ...(angle DCE is added to equal angles)
=> angle DCB = angle ECA –––––(iii)
from (i),(ii) and (iii)
∆ DBC congruent to ∆ EAC–(PROVED)
DC = EC ....(c.p.c.t.) –––––––(PROVED)
BD = AE ....(c.p.c.t.) –––––––(PROVED)
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hope it will help you ✌️✌️
anshu5580:
ur welcome
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Hi friend..
See the attached files...
I hope it will help you mate
#yahyaahmad#
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See the attached files...
I hope it will help you mate
#yahyaahmad#
☺️✌️
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