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how can i graph the ratiponal function x-4/x-2
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Find the domain: x is not equal to 2
Find the x-int (by setting x=0) and y-int (by setting y=0).
Find the vertical, horizontal/oblique asymptotes.
Find the end behavior as x approaches the vertical asymptote from the left and right side, as well as it approaches positive and negative infinity.
Lastly, find if the function is above or below the horizontal/oblique (horizontal in this case) as x approaches positive/negative infinity.
Those are the steps. See if that helps, if not post again and someone can explain each step.
Here is what it should look like: Plot of (x-4)/(x-2)
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