Question

In what ways can horizontal, vertical, and oblique asymptotes be identified?

Answer 1

what lesson is that, if u take flvs.

Answer 2

@SithsAndGiggles

Answer 3

nvm found it.

Answer 4

Its my DBA mod 5

Answer 5

First, you could identify if it is a horizontal asymptote is if the degree in the numerator is less then the degree in the denominator.

Answer 6

okay

Answer 7

You could find a vertical asymptote by setting the denominator equal to zero.

Answer 8

for oblique, you would just divide the numerator by the denominator (using any method of your desire) and the answer to that division is your oblique asymptote (do NOT include the remainder)

Answer 9

Im taking algebra 2 on flvs as well. Notes ftw.

Answer 10

ohhh haha do you think you could help with one more then?

Answer 11

Sure.

Answer 12

I attached it :)

Answer 13

Ok, ima do work.

Answer 14

Oh , the step, nvm

Answer 15

First, you would use KFC (keep the first fraction the same, flip the second one, and change division to multiplication)

Answer 16

From their, you would factor the common terms between the numerator of the first fraction and the denominator of the second fraction. Then, find the other common factors between the first denominator and second numerator.

Answer 17

Then, you would cancel out all of the common terms, leaving the other half of them. From their, you would multiply and that's it.

Answer 18

THANK YOU SOOOOO MUCH!!! :)

Answer 19

nm

Answer 20

np* i SUCK AT TYPING *:/

Answer 21

don't I have to include the simplified equation? @Flashy32