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Algebra help!
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Topic: Algebra help! (Read 3073 times)
hero_bash
Initiate
Posts: 20
Algebra help!
«
on:
June 11, 2006, 02:28:25 AM »
Can anyone help me simplifying these Ration algebraic expressions?
Thanks in advance!
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emiiru
Burn in hell.
Acolyte
Posts: 304
(No subject)
«
Reply #1 on:
June 11, 2006, 02:56:32 AM »
ha!! You're in school!!
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Grandy
Zombie
Royal
Posts: 4,989
Not actually dead
(No subject)
«
Reply #2 on:
June 11, 2006, 03:08:57 AM »
By - By
Y-X
That should be either zero or impossibe, as By-By is zero.
That's all I can help now, as it's 2 am here and my father is telling me to go sleep.
EDIT: And fastly:
The last-but-one equals 1
The last one: X is either 0.666... (infinite) or -2
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Quote from: Alex
I general I'd say I agree 98% with Grandy's post above.
Razor
Staff
Sage
Posts: 6,247
2 cool 4 skin
(No subject)
«
Reply #3 on:
June 11, 2006, 03:14:53 AM »
We're a math forum now? WHEN DID YOU DO THIS, ALEX?
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Always right.
SaiKar
KOFFING!
Staff
Royal
Posts: 4,082
(No subject)
«
Reply #4 on:
June 11, 2006, 03:19:20 AM »
Not going to do all your work for you, but here's how you solve the second one: multiplying things by -1*-1 makes them a bit easier.
The problem is 2-x / x^2-4
Start with the 2-x on top. Multiply it by -1*-1 (which equals 1 so you can do this) and you get -1*(x-2) on the top. One of the -1s changes the signs on both of them so you get -2+x, which is x-2. The other -1 stays outside.
Take the bottom and factor to get (x-2)(x+2). By using FOIL as a check you can prove this does equal x^2-4 since x*x=x^2, x*2=2x, x*-2=-2x and -2*2=4. 2x and -2x cancel so you are left with x^2-4. So that's a correct factorization. Leave it liike (x-2)(x+2)
So now you have -1(x-2) / (x-2)(x+2). Just cancel like terms to get the simplied form of -1 / x + 2.
That's how you solve most of them. If that didn't make much sense than you probably didn't really know how to do these simplification things in the first place.
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Midnight9795
Trouble Maker~ Middeth
Agent
Posts: 842
(No subject)
«
Reply #5 on:
June 11, 2006, 03:30:00 AM »
*stares at Harvey's response for a good while* :unsure:
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Sora:Well, kiss me and that'll be your cure-all
Midnight~ says:I think I'd rather die..
Sora:how cruel..how could you say that!? ;-;
Midnight~ says:>;3
Archem
One, one too many schizophrenic tendancies
Global Moderator
Over 9000!
Posts: 15,013
I made a fortune in toothpicks, but I lost it all in a fire.
(No subject)
«
Reply #6 on:
June 11, 2006, 03:34:39 AM »
Bah! My brain stopped processing algebra a month and a half ago!
Which is prob'ly the reason why i failed algebra 2... :cry:
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Desimodontidae
Registered July 13, 2004, 10:41:19 AM (+1692 post counts)
Agent
Posts: 892
ghost host
(No subject)
«
Reply #7 on:
June 11, 2006, 08:51:30 PM »
Ahh... I was studying this when school ended... had a little trouble, buts easy once you get it down.
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My MGS3 main character sprites
GaryCXJk
<strong>Official Charas.EX Team Member</strong>
Exemplar
Posts: 1,586
FOUR OH FOUR'D
(No subject)
«
Reply #8 on:
June 12, 2006, 12:22:00 AM »
The first one:
( mx - 2nx + my - 2ny ) / ( m^2 - 4n^2 )
The top part can be simplified as:
( m - 2n ) ( x + y )
So, you first get:
( m - 2n ) ( x + y ) / ( m^2 - 4n^2 )
Screw it. That's the simplest I can get at 4 AM.
The second last one is simple:
x^2 - 7x + 12 = 12 - 7x + x^2
Even better, it's the same as:
-7x + 12 + x^2
So, finally, it comes down to 1, because:
x / x = 1
The last one:
( 3x^2 + 4x - 4 ) / ( 4 - 9x^2 )
The first can be broken apart, but that will be hard, but with some tryings, you'll come up with this:
( 3x - 2 ) ( x + 2 )
Now for the second one:
( 2 + 3x ) ( 2 - 3x )
To rule some things out:
( 3x - 2 ) / ( 2 - 3x ) = -1
Also:
-1 * ( x + 2 ) = -x - 2
And to combine:
( -x - 2 ) / ( 2 + 3x )
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Play it now!
Charas Breakout DX
Area91: for MUGEN and RPG Maker VX Ace stuff
Bluhman
Global Moderator
Royal
Posts: 4,977
(No subject)
«
Reply #9 on:
June 12, 2006, 12:26:25 AM »
GAH. I can WRITE awnsers to math problems, but not type them. I'm an idiot.
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DragonBlaze
A Wild DB Appeared!
Royal
Posts: 3,329
(No subject)
«
Reply #10 on:
June 12, 2006, 02:55:29 AM »
Heres a tip, look in your math book and learn how to do it yourself...
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Hell Yeah! Just recovered all my old rm2k/3 games from my 10 year old, broken laptop hard drive that had been formatted and had a new OS installed on it. Oh, and I did all of this from my phone. WIN
FFL2and3rocks
Staff
Leader
Posts: 2,638
(No subject)
«
Reply #11 on:
June 12, 2006, 03:22:02 AM »
*reads thread*
*head asplodes*
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Respect list:
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DragonBlaze
A Wild DB Appeared!
Royal
Posts: 3,329
(No subject)
«
Reply #12 on:
June 12, 2006, 03:58:44 AM »
I was bored, so I did them all.. Here are the answers from top to bottom.
(see attachement)
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Hell Yeah! Just recovered all my old rm2k/3 games from my 10 year old, broken laptop hard drive that had been formatted and had a new OS installed on it. Oh, and I did all of this from my phone. WIN
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