SOLUTION: Identify holes or horizontal or vertical aymptotes of each's graph.
y=x/(x-3)
How do I do this? What if it has both? What should I do?
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-> SOLUTION: Identify holes or horizontal or vertical aymptotes of each's graph.
y=x/(x-3)
How do I do this? What if it has both? What should I do?
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Question 306359: Identify holes or horizontal or vertical aymptotes of each's graph.
y=x/(x-3)
How do I do this? What if it has both? What should I do? Answer by solver91311(24713) (Show Source):
A rational function has a vertical asymptote at for any value which makes the denominator of the function equal zero.
If the degree of the numerator is equal to the degree of the denominator, there is a horizontal asymptote at where is the lead coefficient of the numerator and is the lead coefficient of the denominator.
