Question

AD bisects CAB if CAD = (8x+6°) and DAB =(X+20°) what is the value of x?

Answer 1

both are equal. so 8x+5=x+20
7x=14
x=2

Answer 2

CAD=(8x+6)

DAB=(x+20)

SO,
8x+6=x+20

8x-x=20-6

7x=14

so,

x=14/7

therefore by dividing 14/7

we get,

x=2

I think it is correct.