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Old 07-03-09, 10:29 AM   #1 (permalink)
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Elemenrty Algebra. killin me

Completing the square to solve a Quadratic Equation


Problem: X2 +4x = -1
X2 +4x +4 = -1+4

it is X squared BTW>>
Where does the 4 come from?
I am trying to get a jump on this crap cause

MATH SUCKS


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Old 07-03-09, 10:32 AM   #2 (permalink)
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take your shoes off

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Old 07-03-09, 10:33 AM   #3 (permalink)
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Call Corn.

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Old 07-03-09, 10:34 AM   #4 (permalink)
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you might want to take a basic spelling class as well

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Old 07-03-09, 10:34 AM   #5 (permalink)
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Maybe I should do that... I never had this in school I was too busy cutting class chasing sluts...

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Old 07-03-09, 10:35 AM   #6 (permalink)
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Quote:
Originally Posted by bogus one View Post
you might want to take a basic spelling class as well
You should see how the teachers spell.

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Old 07-03-09, 10:36 AM   #7 (permalink)
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You should see how the teachers spell.
yeah, no kidding.

we redlined one of Corn's papers from school and sent it to the principal.

didn't get a warm response

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Old 07-03-09, 10:36 AM   #8 (permalink)
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Quote:
Originally Posted by decavo View Post
Completing the square to solve a Quadratic Equation


Problem: X2 +4x = -1
X2 +4x +4 = -1+4
Where does the 4 come from?
I am trying to get a jump on this crap cause

MATH SUCKS
Are you telling me that you have a math problem that looks like this:

X(sq) + 4X = -1
X(sq) + 4X + 4 = -1 + 4

And you have to solve for X?

Since the 4 is on both sides of the equation, then it is meaningless. I have no idea where the 4 came from. It doesn't make any sense. You at least know that X has to be a negative number, because the result is negative.

Anyway, repost the equation in a way that makes sense, because I cannot really tell what the equation you are trying to solve is from how you wrote it. I don't know if X2 is "X squared" and if 4 [lower case X] is different from 4 [upper case X].

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Old 07-03-09, 10:38 AM
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Old 07-03-09, 10:39 AM   #9 (permalink)
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X(sq) you cant make the little letters using mud and it does not translate over from word.

I fixed the first post so it would make better sense to everyone.

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Old 07-03-09, 10:41 AM   #10 (permalink)
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Originally Posted by RockerRash View Post
They just added 4 to both sides of the eqn so that you can take the square root of both sides easily.

x=(3^.5) -2

In other words, x = radical 3 minus 2.
why use 4 ? that is my question. The problem is solved for me as an example. SO where did the 4 come from?

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Old 07-03-09, 10:42 AM   #11 (permalink)
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Quote:
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SO where did the 4 come from?

It was following the 3?

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Old 07-03-09, 10:43 AM
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Old 07-03-09, 10:44 AM   #12 (permalink)
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Because you can factor x^2 +4x +4 into (x+2)(x+2) or (x+2)^2 and then take the sq root of both sides of the eqn.

will you stop with the logic and just punch him in the balls already?



sheesh..............

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Old 07-03-09, 10:44 AM   #13 (permalink)
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Old 07-03-09, 10:44 AM   #14 (permalink)
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Quote:
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why use 4 ? that is my question. The problem is solved for me as an example. SO where did the 4 come from?
RockerRash edited his post to explain it better.

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Old 07-03-09, 10:45 AM   #15 (permalink)
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Order of Operations - PEMDAS

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Old 07-03-09, 10:46 AM   #16 (permalink)
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Solving Quadratic Equations: Solving by Factoring

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Old 07-03-09, 10:47 AM   #17 (permalink)
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Because you can factor x^2 +4x +4 into (x+2)(x+2) or (x+2)^2 and then take the sq root of both sides of the eqn.
where does the + 4 come from?

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Old 07-03-09, 10:48 AM   #18 (permalink)
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check my last link it will show you what do to when factoring...switching side whatever
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where does the + 4 come from?

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Old 07-03-09, 11:01 AM   #19 (permalink)
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Cool I am reading already

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Old 07-03-09, 11:01 AM
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Old 07-03-09, 11:06 AM   #20 (permalink)
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x = -0.26794919243112270647255365849413
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Old 07-03-09, 11:07 AM   #21 (permalink)
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Quote:
Originally Posted by decavo View Post
Completing the square to solve a Quadratic Equation


Problem: X2 +4x = -1
X2 +4x +4 = -1+4

it is X squared BTW>>
Where does the 4 come from?
I am trying to get a jump on this crap cause

MATH SUCKS
It is a given that in any mathematical equation, you are allowed to do the same thing to both sides of the equality. In this case, they are adding a "4" to each side.

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Old 07-03-09, 11:08 AM   #22 (permalink)
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square root that fer me bitch
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x = -0.26794919243112270647255365849413

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Old 07-03-09, 11:11 AM   #23 (permalink)
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where does the + 4 come from?
You use your head and see that the integer in front of the "x" term is also a "4"; therefore, if you add "4" to each side of the equality, you will likely be able to factor the quadratic in the manner that rockerrash has stated.

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Old 07-03-09, 11:13 AM   #24 (permalink)
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square root that fer me bitch
why?

that is the answer
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Old 07-03-09, 11:14 AM   #25 (permalink)
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why?

that is the answer

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Old 07-03-09, 11:15 AM   #26 (permalink)
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oh, and you can't take the square root of a negative....
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Old 07-03-09, 11:16 AM   #27 (permalink)
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no shit...banker
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oh, and you can't take the square root of a negative....

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Old 07-03-09, 11:16 AM
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Old 07-03-09, 11:17 AM   #28 (permalink)
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no shit...banker
Well, it's not like I go around all day trying to figure out the square root of your bank account...
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Old 07-03-09, 11:18 AM   #29 (permalink)
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Well, it's not like I go around all day trying to figure out the square root of your bank account...

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Old 07-03-09, 11:33 AM   #30 (permalink)
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-3^.5 = i*1.73205
Stay out of this Decartes, I was talking to crazy...
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