Question

not sure what the answer is... ignore the fact that an answer is clicked it won't let me undo the answer i clicked accidentally.

Answer 1

For this case we have that by definition, let $y = f (x)$, to find the intercept with the "y" axis of a line, we must replace $x = 0$and solve $y = f (0).$ Thus, the intersection with the "y" axis will be given by the point $(0, f (0)).$

If we have $y = f (x) = \frac {-6} {13} x + 11$

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

$f (0) = \frac {-6} {13} (0) +11\\f (0) = 11$

So, y-intercept: $(0,11)$

Answer:

the y-intercept of the line with the equation $y = \frac {-6} {13} x + 11$ is: 11

Option C

Answer 2

the y intercept is 11.

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