Question

identify the asymptote: (1/x^2) + 3

Answer 1

The Possible answers are:
x=2,y=-3
x=2,y=3
x=-2,y=-3
x=-2,y=3

Answer 2

i disagree with all the possible answers

Answer 3

well those are the ones there are

Answer 4

well they're wrong

Answer 5

x=2 and x=-2 are not asymptotes

simply because if you substituted them in, you would get an answer

Answer 6

ignoring the 3 for now cause all that will do is shift hte graph up 3 units

and looking at 1/x^2

recall that the denominator cannot be equal to 0

that means x cannot be _____

and that value will be the x- asymptote

Answer 7

so its either c or d

Answer 8

no, as i said, none of the answer choices are correct

Answer 9

well oneof them must be close to the correct answer

Answer 10

none of them are correct or you did not provide the full question

Answer 11

only 2 are partly correct and neither of them are any close to the answer

Answer 12

here is the full question
Identify the asymptotes of the graph: y=(1/x+2) + 3

Answer 13

thts what it says

Answer 14

that is a significantly different question than what is posted above

Answer 15

oh ya duh my mistake
srry

Answer 16

for the parent graph

1/x
the x and y asymptote would both be zero

1/x +b

y asymptote would be zero and y asymptote would be "b"
because the values/graph will not be able to cross y=b

to determine x asymptote
the denominator cannot be equal to zero

so you set the denominator equal to zero and solve for x
and x will be the x asymptote

Answer 17

So its B then