passes through $$ (-4,1) $$ and $$ (-4,15) $$

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The line is vertical and its equation is $$x = -4$$. The points $$(-4, 1)$$ and $$(-4, 15)$$ both have the same x-coordinate of $$-4$$. This indicates that the line passing through these two points is a vertical line. The equation of a vertical line that passes through a point $$(a, b)$$ is given by $$x = a$$. In this case, since both points have $$x = -4$$, the equation of the line is: $$ x = -4 $$ This line extends vertically and includes all points where $$x$$ is $$-4$$, regardless of the y-coordinate.

passes through \( (-4,1) \) and \( (-4,15) \)

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passes through \( (-4,1) \) and \( (-4,15) \)

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