find the asymptotes for this y=xsqrt(9-x^2)
\[y=x \sqrt{9-x^2}\]
I think there is an asymptote at x=0 and x=3 because that would make y=0
one at x=-3 too, sorry
is this a horizontal or vertical
they are x coordinates, so they are verticle
x=0, x=3,x=-3 is also the x intercept right? i graph this on wolfram and it looks weird
No, I think what your looking at is the imaginary part of the graph beyond the asymptototes
heres the graph..im suppose to look at the blue right? sorry im not understanding this can you explain? please? i see the theres a local maxima and local minima on the blue also
you need to find the roots... x values in the axis that make the equation true in other words solve for x
sorry but your are looking for asymptotes... this do not have asymptotes
so no asymptotes? theres an inflection point at x = 0 right?
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