For this case we have that by definition, let
, to find the intercept with the "y" axis of a line, we must replace
and solve
Thus, the intersection with the "y" axis will be given by the point

If we have

To find the intersection with the "y" axis, we make f (0), then:

So, y-intercept:

Answer:
the y-intercept of the line with the equation
is: 11
Option C