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Find limit x app 0 for (x-2)/(x^2-2x)
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1/x so then can't have 0 in denominator so what then
factor the bottom then simplify.... then do direct substitution to find your limit.
Yes you get 1/x but you can't have zero in denominator so then what is the answer zero
It's undefined.
If you approach from the right, it goes to +∞ If you approach from the left, it goes to -∞ Since the right-side and left-side limits aren't equal, the limit doesn't exist.
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If you try graphing it, it'll be identical to the graph of y=1/x except it'll also have a hole where the function isn't defined at x=2. There is a vertical asymptote at x=0 and a horizontal asymptote at y=0. You'll see that the two sides of the curve diverge at x=0.
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