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the slope of a vertical line is 0 right... Medal to the correct answer...
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The slope of a Vertical line is Undefined. ALWAYS
Can I explain why?
please
Lets say you have a vertical line x=5 Choose any points on it (5,3) and (5,6) OK?
ok
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Plug these points into your slope intercept formula,\[slope~=~\frac{y_1-y_2}{x_1-x_2}~~~~plug~~~~i n~~~~your~~points,~~-->~~\frac{3-6}{5-5}~~-->~~\frac{-3}{0}\]
You can't divide by zero, so it's UNDEFINED.
You will always have the denominator be equal to zero in any vertical line, with any points, because the x coordinates of both points are the same, and \[x_1-x_2~~~i n~~~the~~~denominator~~~will~~~always~~~be~~~equal~~~t o~~~~0.\]
that makes sense lol thanks man
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