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UkuleleGirl:
ok
jacob65:
I can help
UkuleleGirl:
please do.
jacob65:
Alright are we solving for x?
UkuleleGirl:
I think were supposed to factor.
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UkuleleGirl:
I need dude online. He knows all about this.
jacob65:
ok go pm him then
UkuleleGirl:
Hes not on.
jacob65:
Oh alright
UkuleleGirl:
oh wait he is.
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UkuleleGirl:
@dude
UkuleleGirl:
-_- he went offline.
jacob65:
lol i dont remember how to fractor it its been years but I bet i could help solve it
UkuleleGirl:
I know how to factor
jacob65:
then whats the issue
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UkuleleGirl:
I always get stuck on here. Don't question me.
jacob65:
bruh dont ask for help then lol
UkuleleGirl:
I need help....breh. You don't get to tell me what to do ON MY question.
UkuleleGirl:
Get out if your not going to help
YTStresssPG3D:
@ukulelegirl wrote:
Get out if your not going to help
they said they was going to help u
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YTStresssPG3D:
like chill
UkuleleGirl:
They were being rude and im not in the mood. Just help me please...
UkuleleGirl:
I dont' feel like gettin yelled at again by my mom
YRJ8498:
@ukulelegirl wrote:
I dont' feel like gettin yelled at again by my mom
LMAO
YTStresssPG3D:
@jacob65 wrote:
Alright i can help if your ok witht hat
uh no because of that
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UkuleleGirl:
THEN LEAVE IM NOT IN THE MOOD
UkuleleGirl:
Just go...
YTStresssPG3D:
shoula let thm help u
UkuleleGirl:
OK just go. This convo is over.
Cyber:
Here I will help you get someone @ukulelegirl
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Cyber:
@joe348
UkuleleGirl:
Your supposed to factor-
YTStresssPG3D:
@ukulelegirl wrote:
Your supposed to factor-
no direct answers
UkuleleGirl:
but this always confusesssss meeeeeeeee T_T
UkuleleGirl:
me and you both know thats not the answer
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RodWav3:
oh damn
ThisGirlPretty:
For those that don't know how to help the user please refrain from making any comments. Instead it would be more helpful if we pinged the users that were good in math.
UkuleleGirl:
Exactly.
UkuleleGirl:
This is why we need dude. or someone smart like tet, joe, noodles, them peoople
jacob65:
I offered to help and she continued to be rude about it so i left
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Joe348:
Well have you tried solving the equation? @ukulelegirl
YTStresssPG3D:
@jacob65 wrote:
I offered to help and she continued to be rude about it so i left
yes he was trying to answer but she was being rude
UkuleleGirl:
ok if your going to start on me jacob i can be rude. now leave. thanks. im trying to learn.
YTStresssPG3D:
or she
UkuleleGirl:
And no joe...I'm confused...i would say combine like terms but there isn't anything u can combin here
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YTStresssPG3D:
@ukulelegirl wrote:
ok if your going to start on me jacob i can be rude. now leave. thanks. im trying to learn.
he was trying to help u if u dont want help from people offering it then take the question down.
jacob65:
Im a she lol and i did leave and ur still going i tried to help yet you were being the rude one seriosuly
YTStresssPG3D:
@jacob65 wrote:
Im a she lol and i did leave and ur still going i tried to help yet you were being the rude one seriosuly
i said or she and yes
iFish:
I can answer this question, if you guys would quit talking.
jacob65:
thank you
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UkuleleGirl:
JUST SHUT UP UNLESS U CAN HELP DANG
YTStresssPG3D:
@ifish wrote:
I can answer this question, if you guys would quit talking.
she doesnt want help from anyone thats not smart she will not take your answer
UkuleleGirl:
its not that.
Joe348:
@ukulelegirl wrote:
And no joe...I'm confused...i would say combine like terms but there isn't anything u can combin here
your not combining your trying to solve for the equation first
TETSXPREME:
@hero
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UkuleleGirl:
I know were not. which is why im confused. Im stuck.
iFish:
I can answer this question, just let me speak.
UkuleleGirl:
go ahead
iFish:
Do you know how to factor the equation?
UkuleleGirl:
It says this is factor by grouping.
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iFish:
Grab a sheet of paper, and write this information down, please.
UkuleleGirl:
ok brb
UkuleleGirl:
alr im here.
UkuleleGirl:
@yrj8498 wrote:
@ytstressspg3d wrote:
@ifish wrote:
I can answer this question, if you guys would quit talking.
she doesnt want help from anyone thats not smart she will not take your answer
Stress leave the question so she could get a real answer and not ppl calling her rude
I would want sm1 smart answering my question too
Exactly thank you
Joe348:
\[(x+1)(2x+1)(2x-1)=0\]
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YTStresssPG3D:
@ukulelegirl wrote:
@yrj8498 wrote:
@ytstressspg3d wrote:
@ifish wrote:
I can answer this question, if you guys would quit talking.
she doesnt want help from anyone thats not smart she will not take your answer
Stress leave the question so she could get a real answer and not ppl calling her rude
I would want sm1 smart answering my question too
Exactly thank you
well someone was just trying to help and she continued to be rude.
UkuleleGirl:
you factored out 2 from 4?
ThisGirlPretty:
Guys let's stay on topic please
UkuleleGirl:
Thank you tgp. <3
UkuleleGirl:
@joe348 wrote:
\[(x+1)(2x+1)(2x-1)=0\]
DId you factor out 2 from 4
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UkuleleGirl:
@hero
UkuleleGirl:
Joe is that the answer or???
UkuleleGirl:
I'm confused..
jacob65:
bro be patient
Joe348:
sorry, im a lil laggy
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UkuleleGirl:
I'm sorry this is making me very frustrated...Please excuse me If I go offline for a bit. I just am about to lose it.
UkuleleGirl:
and your fine joe
Hero:
Someone posted the answer but they did not provide any steps or explanations. Really sad.
UkuleleGirl:
Yes.
UkuleleGirl:
What sucks is i have more like these.
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ThisGirlPretty:
Think you can help her hero?
YRJ8498:
@tetsxpreme
Timmyspu:
Could you provide the steps for why that is the answer hero?
Hero:
Yes
CheeseStick7793:
i c an helppppppp
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UkuleleGirl:
Knock yourself out.
Hero:
So we have \(4x^3 + 4x^2 - x - 1 = 0\) and we have to factor by grouping. So the first step is to factor the first two terms and the last two terms. \(4x^2\) can be factored from the first two terms and \(-1\) can be factored from the last two terms. Upon doing so you get:
\(4x^2(x + 1) -1(x + 1)\)
Next, observe that \(x+1\) is common to both factorizations, so factor that out as well to get:
\((x+1)(4x^2 -1)\)
Finally, observe that \(4x^2 - 1\) is a difference of squares. Then factor it to get:
\((x+1)(2x+1)(2x-1)\)
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UkuleleGirl:
uhhhhhhh.
CheeseStick7793:
trust me
Joe348:
That's how I got it but it's not the answer
CheeseStick7793:
that is your answer
CheeseStick7793:
(x+1)(2x-1)(2x+1)
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UkuleleGirl:
OMG. its so confusing.
CheeseStick7793:
mine is right
UkuleleGirl:
I think I'm really going to have to do more of these to understand a bit more
CheeseStick7793:
Answer: (x+1)(2x-1)(2x+1)
Hero:
The steps
@hero wrote:
So we have \(4x^3 + 4x^2 - x - 1 = 0\) and we have to factor by grouping. So the first step is to factor the first two terms and the last two terms. \(4x^2\) can be factored from the first two terms and \(-1\) can be factored from the last two terms. Upon doing so you get:
\(4x^2(x + 1) -1(x + 1)\)
Next, observe that \(x+1\) is common to both factorizations, so factor that out as well to get:
\((x+1)(4x^2 -1)\)
Finally, observe that \(4x^2 - 1\) is a difference of squares. Then factor it to get:
\((x+1)(2x+1)(2x-1)\)
@UkuleleGirl, the steps I provided are the correct steps.
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CheeseStick7793:
you are wrong
UkuleleGirl:
How is he wrong? hes literally like one of the smartest people here.
CheeseStick7793:
beacuse i calculated and checked my work
CheeseStick7793:
and i got (x+1)(2x-1)(2x+1)
UkuleleGirl:
Thats what he got.
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CheeseStick7793:
he did not g et the same the math symbols are switched
Hero:
BTW, the problem is still not finished @UkuleleGirl. You still have to solve for \(x\)
UkuleleGirl:
Set them equal to 0 and solve yes i know this part
CheeseStick7793:
(x+1)(2x-1)(2x+1)
chrisdjackson:
U still need help with this equation?
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UkuleleGirl:
is the answers, \[-1, -\frac{ 1 }{ 2 },\frac{ 1 }{ 2 }\]
Hero:
Yes correct @UkuleleGirl
UkuleleGirl:
Yay!
UkuleleGirl:
Smh math is hard
CheeseStick7793:
Factor by grouping
Factor by grouping
Factor by grouping
Factor by grouping
(x+1)(4x^2-1)
Find one factor
Factor by grouping
Factor by grouping
Factor by grouping
Factor by grouping
(x+1)(2x-1)(2x+1)