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Mathematics 9 Online
OpenStudy (curry):

((x+1)(2x+1)^2)/((x^2-1)(x-3)) find zeros, all asymptotes, holes, end behavior, vertical asymptote behavior, multiplicity

hero (hero):

Have you tried graphing the function on a graphing calc yet?

hero (hero):

Which parts don't you understand?

OpenStudy (curry):

the asympotote

OpenStudy (curry):

behavior

hero (hero):

There's a general method for finding vertical asymptotes of functions. The vertical asymptote usually occurs where x would make the denominator equal zero. So set the denominator equal to zero, then solve for x.

OpenStudy (anonymous):

hero u r such a teacher!!!

hero (hero):

Why does that surprise you?

OpenStudy (curry):

dude hero cme on u know i kno that i m taking about asymptotic behavior

OpenStudy (curry):

not finding it

hero (hero):

What about the asymptotic behavior?

OpenStudy (curry):

wat is it

OpenStudy (anonymous):

i think i surprised you yesterday!!!

OpenStudy (anonymous):

where the asymptotes are!

OpenStudy (curry):

like whatsthge answer for this problem

OpenStudy (anonymous):

oh asymptotes and the behavior are diff things

OpenStudy (curry):

using limit notaition and saying how the graph is approaching from the complex roots and inifinity

hero (hero):

as x approaches the vertical asymptote from the negative side, the graph approaches positive infinity. As x approaches the vertical asymptote from the postive side, the graph also approaches positive infinity. Is that what you're talking about?

OpenStudy (anonymous):

did u sign up to ottawa yet?

OpenStudy (curry):

actually hero ur right but you are wroong there is 2 asymptotes which means there are 4 limit notaions

hero (hero):

Yes, I applied

OpenStudy (anonymous):

oh so what classes did u sign up 4?

hero (hero):

I'm in the process of sending over my transcripts. I'll take whatever classes you're taking that way we can study together or be study buddies.

OpenStudy (anonymous):

oh we r buddies?

hero (hero):

Not yet

hero (hero):

Well Curry, the point was for you to "get it". I think I've provided you with the information you need.

OpenStudy (curry):

pshh hero u dont know it do u i known u for too long

OpenStudy (anonymous):

what do u mean?

OpenStudy (curry):

ive known hero i know what he says when he is in a sticky spot

OpenStudy (anonymous):

u mean that he didnt want to say that he doesn't know the answer?

OpenStudy (anonymous):

ya cuz then he wont be the hero nemore

OpenStudy (curry):

yep

hero (hero):

I already explained to you how to find the asymptotes and how to express the behavior.

hero (hero):

it was a general explanation

OpenStudy (anonymous):

curry there is no reason to put down hero he was just trying to help u

hero (hero):

rld, I can handle myself. I don't need you to speak up for me :P

OpenStudy (anonymous):

well i want to

hero (hero):

Okay then :D

OpenStudy (curry):

thats the behavior approaching the asymptotes there is 2 middle behaviors on the graph it looks different but the problem it self is giving diffrent answer and rld me and hero are best friends

OpenStudy (anonymous):

oh ya?????

OpenStudy (curry):

its all good he has the right to say it to me

OpenStudy (anonymous):

hero and i are not friends

hero (hero):

That's what she keeps claiming

OpenStudy (anonymous):

i thought i proved it already

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