Answer :

To determine the equation of a vertical line that passes through a given point, let's first recall the characteristics of vertical lines. A vertical line has the same x-coordinate for all points on the line, meaning it does not vary with the y-coordinate.

Given the point [tex]\((-2,5)\)[/tex], we know that the x-coordinate of this point is [tex]\(-2\)[/tex].

A vertical line passing through this point will have its x-coordinate constantly equal to [tex]\(-2\)[/tex] regardless of the y-coordinate. Therefore, the equation of the vertical line is:

[tex]\[ x = -2 \][/tex]

This equation remains consistent for any point on this line.

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