Answer: The correct option is B.
Explanation:
From the given figure it is noticed that the line passing through the point (1,6) and (5,-2).
The slope of the line is,


The point-slope form for the line that passes through two points is,

Where m is the slope.
The point is (1,6), So the point slope form is,

And the second point is (5,-2), So the point slope form is,

Therefore option B is correct.