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The Mushroom Kingdom


Clair

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-shoots-

 

jabroni, you know its true

 

So I will be starting Black on Friday, even though my adventure log clearly says I started on Sunday.

 

I really should be doing my calc homework... okay, catch you all Thursday (?).

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I always make my characters guys.

 

|vgm master collection (updated 3/8/10-)|

 

Don't you mean 11, herp-de-derp?

 

weirdo.

 

I put it there to show off when the station started. D:

 

I still remember feeling like nobody was going to listen to the songs I put there.

hell, they probably still don't, whatever

 

Mhmm.

Mhmm.

Mmmhhhmmmmm.

 

Mmmmm?

mhmhmhmmhmmhmhmhm- *shot*

 

-shoots-

 

jabroni, you know its true

 

So I will be starting Black on Friday, even though my adventure log clearly says I started on Sunday.

 

I really should be doing my calc homework... okay, catch you all Thursday (?).

 

shut up man i am in algebra a

look wat i can do x+2=4

I CAN FIND X, CAN YOU?

 

 

... You're so damn smart. D':

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shut up man i am in algebra a

look wat i can do x+2=4

I CAN FIND X, CAN YOU?

 

So what's the limit as x approaches 6 of the function f(x), where f(x) is defined as:

 

(x - 6) / ((x^2) - 36)

 

Technically, you should know this, right? D:<

The answer is 1/12, by the way.

Also, x + 2 = 4?

 

Taking the derivative of both sides, you are left with (1 = 0). But taking the derivative of both sides doesn't really lead you to a valid anything, as you can plainly see. <___<

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You are finding the limit for f(x). Since plugging in x = 6 leads you to 0/0, you have to factor the bottom so it looks like:

 

(x-6)/((x-6)(x+6))

 

Which then equals:

 

1/(x+6)

 

Plugging x = 6 back in, you get 1/12.

 

And you can always check with a graph to make sure the function does approach 1/12 as x approaches 6.

 

Why the hell are we discussing math, again?

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WELL... f(x) describes anything that is a function, a.k.a., anything that passes the vertical line test. While y = blah is usually a function, there are some instances where it isn't, such as (y^2) = x, which would break down into y = sqrt(x) and y = -sqrt(x), which isn't a function (seperately they are, together they aren't).

 

Limits are just a fancy way of saying "when x approaches this, y approaches that", but there are a few things that make them a bit wacky.

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WELL... f(x) describes anything that is a function, a.k.a., anything that passes the vertical line test. While y = blah is usually a function, there are some instances where it isn't, such as (y^2) = x, which would break down into y = sqrt(x) and y = -sqrt(x), which isn't a function (seperately they are, together they aren't).

That's what my math teacha told me. You say it "F of X" right?

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Now that my mind's on school (thanks guys), I'm wondering...did Mario and anyone in Mushroom Kingdom go to school?

My guess is that Mario and Luigi are high school dropouts since they spend their days eating mushrooms when not cleaning people's dirty toilets.

Bowser clearly went to a special school since he only speaks in grunts and devises grand schemes and bosses with obvious weaknesses that a 5 year old could exploit.

Peach was probably home-schooled like most royalty is, same with Daisy.

Geez, who'd think Nintendo's greatest mascots were a bunch of dumb hillbillies .-.

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The Pokemon Black/White Soundtrack is epic. Check it out or die.

 

....

 

 

*officially bedazzled*

 

Math was scary back in Trigonometry.

 

 

Matrixes are easy >:

 

Matrices.

 

The only part I liked about matrices was Kramer's rule, because it was so fun solving systems of equations... without really solving them. :O

 

That's what my math teacha told me. You say it "F of X" right?

 

Yeah, and it's used a lot more than y is, unless you're graphing. f(x), from what I've learned, is really only used to graph piecewise functions, whereas normal functions are usually y, just to make it clear that you are on a Cartesian plane and blah blah blah.

 

SO THE DERIVATIVE IS THE SLOPE OF A TA- *shot*

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The Pokemon Black/White Soundtrack is epic. Check it out or die.

 

 

 

Matrices.

 

The only part I liked about matrices was Kramer's rule, because it was so fun solving systems of equations... without really solving them. :O

 

In my defense, I only had that class in Brazil and Panama, so I have no idea what it's called in other places.

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