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Mathematics
Mathematics
Problem
Rays
D
B
DB
D
B
and
D
C
DC
D
C
are drawn on opposite sides of ray
D
A
DA
D
A
such that
∠
B
D
A
=
42
∘
\angle BDA = 42^{\circ}
∠
B
D
A
=
4
2
∘
and
∠
A
D
C
=
138
∘
\angle ADC = 138^{\circ}
∠
A
D
C
=
13
8
∘
. Prove that points
B
,
D
B, D
B
,
D
and
C
C
C
are collinear.
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