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Topic: very sad mathematical sex talk< Next Oldest | Next Newest >
 Post Number: 11
miNus Search for posts by this member.
PH34R M3
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PostIcon Posted on: Nov. 29 2001,08:51  Skip to the next post in this topic. Ignore posts   QUOTE
CK: You ever thing that threads are meant to die for a reason?

Your comment wasn't even close to bordering funny.

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 Post Number: 12
demonk Search for posts by this member.
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PostIcon Posted on: Nov. 29 2001,17:55 Skip to the previous post in this topic. Skip to the next post in this topic. Ignore posts   QUOTE
quote:
Originally posted by CatKnight:
I got a new one.

I wish you were x^2 and I was 1/3 x^3, so I would be the area under your curves

Hahahahahahahahahahahahahahahahahahahahahahahaha
<*gasp*>
hahahahahahahahahahahahahahahahahahahahahahahaha
<*please, stop, your killing me*>

------------------
10 PRINT "HOME"
20 PRINT "SWEET"
30 GOTO 10

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 Post Number: 13
TheTaxMan Search for posts by this member.
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PostIcon Posted on: Nov. 29 2001,18:05 Skip to the previous post in this topic. Skip to the next post in this topic. Ignore posts   QUOTE
Heh. Area under the curves...That's good.

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quote:
And wow! Hey! What's this thing suddenly coming towards me very fast? Very very fast. So big and flat and round, it needs a big wide sounding name like . . . ow . . . ound . . . round . . . ground! That's it! That's a good name - ground!
I wonder if it will be friends with me?

And the rest, after a sudden wet thud, was silence.
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 Post Number: 14
LiNeY Search for posts by this member.
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PostIcon Posted on: Nov. 29 2001,19:02 Skip to the previous post in this topic. Skip to the next post in this topic. Ignore posts   QUOTE
Wow. I think I'm never going to forget calculus. Now I know what I learned that stuff for last year!

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LiNeY Croft - Fridge Raider

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 Post Number: 15
miNus Search for posts by this member.
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PostIcon Posted on: Nov. 29 2001,21:39 Skip to the previous post in this topic. Skip to the next post in this topic. Ignore posts   QUOTE
Umm.... area under curves?

Wasn't that like mid level algebra/pre-calc?

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PostIcon Posted on: Nov. 29 2001,22:03 Skip to the previous post in this topic. Skip to the next post in this topic. Ignore posts   QUOTE
Integrals boy, Integrals...

PS. I really don't know if that's the right spelling...

------------------

quote:
And wow! Hey! What's this thing suddenly coming towards me very fast? Very very fast. So big and flat and round, it needs a big wide sounding name like . . . ow . . . ound . . . round . . . ground! That's it! That's a good name - ground!
I wonder if it will be friends with me?

And the rest, after a sudden wet thud, was silence.
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 Post Number: 17
Resonant Search for posts by this member.
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PostIcon Posted on: Nov. 29 2001,22:58 Skip to the previous post in this topic. Skip to the next post in this topic. Ignore posts   QUOTE
You + Me = Us.

I know my calculus.

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 Post Number: 18
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PostIcon Posted on: Nov. 29 2001,23:13 Skip to the previous post in this topic. Skip to the next post in this topic. Ignore posts   QUOTE
quote:
Originally posted by TheTaxMan:
Integrals boy, Integrals...

PS. I really don't know if that's the right spelling...

What the fucking hell are you talking about?

Context, please?

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 Post Number: 19
TheTaxMan Search for posts by this member.
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PostIcon Posted on: Nov. 29 2001,23:37 Skip to the previous post in this topic. Skip to the next post in this topic. Ignore posts   QUOTE
Context = Calc I

...or if you like fisics, changing from acceleration to...shit...velocity?
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quote:
And wow! Hey! What's this thing suddenly coming towards me very fast? Very very fast. So big and flat and round, it needs a big wide sounding name like . . . ow . . . ound . . . round . . . ground! That's it! That's a good name - ground!
I wonder if it will be friends with me?

And the rest, after a sudden wet thud, was silence.

This message has been edited by TheTaxMan on November 30, 2001 at 06:39 PM

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 Post Number: 20
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PostIcon Posted on: Nov. 30 2001,00:50 Skip to the previous post in this topic.  Ignore posts   QUOTE
integral can be thought of as the anti-derivative...

you can derive and integrate functions. deriving a function generates a function that gives the slope of the initial function at all values x. integrating gives the area under the function, that is the area below the curves to the axis (area below the axis is subtracted or negative). the integral of x^2 is x^3/3. x^3/3 is the area under x^2's curves... not too many curves on x^2 however i'd say something like x(x+1)(x-1)(x+2)(x-2). theres some curves, heh. ah heck, sin(x)'ll do also.

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