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Can someone please check my answer: http://prnt.sc/dd03wy
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very good, only undefined when the denominator is made 0, which represents a vertical asymptote on a Cartesian plane.
So I got it right @mww ?
Can you check four more?
yes that;s right, vertical asymptote clear, for horizontal, it's the limit to infinity of the numerator to the denominator when you combine into a common fraction. This is easiest thought of as \[y = rational function + C ~\rightarrow ~horizontal ~ asymptote~=C\]
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