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What are the vertical and horizontal asymptotes for f(x) = 3x/(x^2+2)?
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since the bottom is a ^2 and the top is a ^1 the HA is 0
since there are no like terms after factoring top and bottom to cancel out; andthing that makes the bottom go 0 is a VA
In this case, the bottom doesn't factor on the reals, it factors complex, so there are no "real" vertical asymptotes.
so there are no real horizontal or vertical asymptotes?
No, just no real vertical. There is the horizontal one at y=0
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oh okay. Thank you.
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