Triangles
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BD=CD..given
Therefore triangle BDC is isosceles
v=u
w=180-2v.....(1)
statement 1:
v=74
z=180-v
z=180-74=106
In triangle ADB x+y=180-z=74
Sufficient
statement 2:
w=32
Substituting in 1 we get v=74
x+y=74( same approach as given above)
Sufficient
Hope this helps
Therefore triangle BDC is isosceles
v=u
w=180-2v.....(1)
statement 1:
v=74
z=180-v
z=180-74=106
In triangle ADB x+y=180-z=74
Sufficient
statement 2:
w=32
Substituting in 1 we get v=74
x+y=74( same approach as given above)
Sufficient
Hope this helps