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Match the graph with the function without using a graphing software.
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find vertical asymptotes
hmm how do i do that? :p
see when the denominator becomes 0
then you wil get 1/0 = infinity, and the funciton increases without any bounds - vertical asymptote
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\(\large - \frac{1}{x-1}\)
set the denominator to 0 x -1 = 0 x = 1
that means, there is oly one vertical asymptote at x = 1 look at ur options and see if u can figure it out :)
hmm from the options given only 1 vertical asymptote at x=1 is D. Thanks for the tip! :D
Yes ! np :)
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if u wanto do it in limits way, you need to find a's such that :- \( \large \lim \limits_{x \to a} ~f(x) = \pm \infty \)
ofcourse it can be one sided limit aswell..
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