in a ∆Abc is isosceles with AB = AC, Angle ABC 50° find angle a, angle acb,angle acd
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Answered by
5
given AB=AC
so b=c
so angle acb = 50
also ACD=50
in triangle ABC,
a+b+c = 180
so a+100=180
a=180-100
a=80
so b=c
so angle acb = 50
also ACD=50
in triangle ABC,
a+b+c = 180
so a+100=180
a=180-100
a=80
Answered by
0
the value of angle ACB = 50 degree
the value of angle BAC = 80 degree
the value of angle BAC = 80 degree
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