Given, the value of AB =5
BC = 11 + 2x
AC = x + 16
Since, the points A, B and C are collinear
AC = AB + BC
Putting all the values, we get
x +16= 5 + (11+2x)
or, x +16= 5+ 11+2x
or, x+16=16+2x
or, 2x - x = 16-16
or, x = 0
Hence, the value of x is zero.
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