Question

HELP ASAP

Answer 1

@3mar @sooobored @steve816

Answer 2

@OtherWorldly

Answer 3

sorry idk this stuff yet

Answer 4

The top of the fraction has x to the highest degree, it is top heavy. Top heavy means that there is no asymptote.

Answer 5

\[\frac{ x^ {10} }{ x }\] = no horizontal asymptote (the degree of x is bigger on the top, 10>1 )
\[\frac{ x }{ x^ {10} }\] = the horizontal asymptote is 0 (the degree of x is smaller on the top)

Answer 6

@3mar is that right ^??

Answer 7

Well, I am here.
\(Sorry*10^5\) for being late.

Answer 8

its fine!! IS it 0 correct??

Answer 9

the horizontal asymptote is zero, no?

Answer 10

@3mar !

Answer 11

rewrite the
x^10 -1 (x^5)^2 -1
f(x) = --------- = ------------- = --------------
x -1 x -1 x -1

do you can continue it ,use formula a^2 -b^2 = (a-b)(a+b)

Answer 12

@3mar just help please

Answer 13

https://www.desmos.com/calculator/mekzbr8cdv

As the graph tells, there is no asymptote!

@Aveline Thank you for good explanation.

Answer 14

@3mar so is it B or D??

Answer 15

Look at the graph
Do you see any asymptote!?

Answer 16

no, but the other person said it was 0. So it would be "D:?

Answer 17

How said B? and why?

Answer 18

WOULD IT be "D" or NOT??? please.

Answer 19

There is no asymptote as you can deduce that easily from the graph!

Answer 20

@iwanttogotostanford

Let me know where you are back!

Answer 21

I AM BACK I NEED HELP @3mar

Answer 22

There is no asymptote as you can deduce that easily from the graph!

Did not you get it?

Answer 23

I am here and you are not!

Answer 24

I am!

Answer 25

I am here man!