Question

For the function f(x)=(1)/(9-x^(2)), find the horizontal and vertical asymptotes. If there are more than one, enter a comma separated list. If there are none enter 'NONE'. a. The horizontal asymptotes of f(x) are y= help (numbers) b. The vertical asymptotes of f(x) are x= help (numbers) 1 For the function f() find the horizontal and vertical asymptotes. If there are more than one, enter a comma separated list. If there are none enter 'NONE'. a. The horizontal asymptotes of f() are y = help (numbers) b. The vertical asymptotes of f() are = help (numbers)

          For the function f(x)=(1)/(9-x^(2)), find the horizontal and vertical asymptotes. If there are more than one, enter a comma separated list. If there are none enter 'NONE'.
a. The horizontal asymptotes of f(x) are y= help (numbers)
b. The vertical asymptotes of f(x) are x= help (numbers)
1
For the function f()
find the horizontal
and vertical asymptotes. If there are more than one,
enter a comma separated list. If there are none enter
'NONE'.
a. The horizontal asymptotes of f() are y =
help (numbers)
b. The vertical asymptotes of f() are  =
help
(numbers)

for the function fx19 x2 find the horizontal and vertical asymptotes if there are more than one enter a comma separated list if there are none enter none a the horizontal asymptotes of fx ar 58071

Added by Andrea N.

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