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OpenStudy (anonymous):
help!?!?!?1
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OpenStudy (anonymous):
OpenStudy (alekos):
As x approaches + and - infinity then y goes to zero, so I reckon C
OpenStudy (jonnyvonny):
Oblique asymptote ONLY occurs when the power in the numerator is 1 greater than the denominator, in this case it has NONE. However, in the equation below, there would be one. \[(x^3+50x)/(5x^2-6)\]
OpenStudy (anonymous):
which one is the answer then?
OpenStudy (alekos):
come on johnny what do you reckon?
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OpenStudy (jonnyvonny):
Its stated in my response, lol, its none.
OpenStudy (alekos):
But it does have a horizontal asymptote, in this case y=0
OpenStudy (jonnyvonny):
y=0 isn't an oblique asymptote, it is a horizontal. 'less you're considering it one, which is dumb imo
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