The equation of a line passing through point P(-2,6) and parallel to x = -5 is x = - 2.
Slope: The pace at which the y-axis changes in relation to the x-axis is known as the slope.
Because tan90° is undefinable, the slope of a vertical line is also undefinable.
First, a line with the equation x = -5 is a vertical line that crosses the y-axis at x = -5 for all values of y from zero to infinity, with no defined slope.
For every real value of y, a line that is perpendicular to the line at x = -5 and contains coordinate points P(-2,6) is also a vertical line at x = -2.
Thus, it has the equation x = -2.
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