Abc is a triangle in which angle b=2angle
c. d is a point on bc such that ad bisect angle bac and ab =dc
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in tri. bad and cad
ab= ac
ang. b= ang.c
ad=ad
by s.a.s
ab=dc by c.p.c.t
ab= ac
ang. b= ang.c
ad=ad
by s.a.s
ab=dc by c.p.c.t
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This was a tricky question in Maths ncert class 9.
Needs just one construction.
In ΔABC, we have,
∠B=2∠C or ∠B=2y where ∠C=y
AD is the bisector of ∠BAC. So, Let ∠BAD=∠CAD=x
Let BP be the bisector of ∠ABC.
Needs just one construction.
In ΔABC, we have,
∠B=2∠C or ∠B=2y where ∠C=y
AD is the bisector of ∠BAC. So, Let ∠BAD=∠CAD=x
Let BP be the bisector of ∠ABC.
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