Math, asked by ahmedarhan849, 4 months ago

in the given figure ab is equals to AC and BC is equals to DC angle DBC is equals to angle DCB prove that angle abc is equal to angle C a CD and Angle B is equals to angle c a d a b bisect angle BAC of a angle abc

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Answered by cherryisgood55555

Answer:

Triangles ABC and DBC have side BC common, AB = BD and AC = CD. Are the two ... By applying SAS congruence condition, a state which of the following pairs (Fig. ... Also ∠AOC = ∠BOD since they are opposite angles on the same vertex. ... In △ABC ,Now AB = AC (Given)∠ABD = ∠ACD = 40° (Angles opposite to equal ..

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Answered by Tanyagarg15

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in the given figure ab is equals to AC and BC is equals to DC angle DBC is equals to angle DCB prove that angle abc is equal to angle C a CD and Angle B is equals to angle c a d a b bisect angle BAC of a angle abc​

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in the given figure ab is equals to AC and BC is equals to DC angle DBC is equals to angle DCB prove that angle abc is equal to angle C a CD and Angle B is equals to angle c a d a b bisect angle BAC of a angle abc