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Christopher
post Oct 2 2007, 08:15 PM
Post #1561


Lightning Bolt Action
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Will Saffy pay me now?
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Saffy
post Oct 2 2007, 10:02 PM
Post #1562


It's your world now.
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I don't owe you money.

What would you like to know about trig?
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Christopher
post Oct 2 2007, 10:03 PM
Post #1563


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Will Saffy ever love me? :3
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Major Tom
post Oct 2 2007, 10:06 PM
Post #1564


Banzai Bunny in a Jihad Jeep
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Is Beethoven cool?
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Saffy
post Oct 2 2007, 10:08 PM
Post #1565


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No.

Sure?
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Major Tom
post Oct 2 2007, 10:12 PM
Post #1566


Banzai Bunny in a Jihad Jeep
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Yay!
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Christopher
post Oct 2 2007, 10:19 PM
Post #1567


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Why won't you love me? (IMG:style_emoticons/default/lalacry.gif)
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Saffy
post Oct 2 2007, 10:23 PM
Post #1568


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Because D:
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Christopher
post Oct 2 2007, 10:34 PM
Post #1569


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You..... you poop mouth! (IMG:style_emoticons/default/lalacry.gif)
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Saffy
post Oct 2 2007, 10:35 PM
Post #1570


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Why do you want my love?
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Toaster Boy
post Oct 2 2007, 11:15 PM
Post #1571


Bigger. Better. Toaster.
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How am I supposed to give Saffy an example calculus question when I dont know any calculus to begin with? (IMG:style_emoticons/default/weirdsmile.gif)
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Saffy
post Oct 2 2007, 11:50 PM
Post #1572


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But there's a lot to calculus. Derivatives, integrals? I love derivatives.
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Major Tom
post Oct 3 2007, 02:00 AM
Post #1573


Banzai Bunny in a Jihad Jeep
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Does Saffy like the word derivatives?
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Saffy
post Oct 3 2007, 06:57 AM
Post #1574


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Yes, I do.
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Toaster Boy
post Oct 3 2007, 07:08 PM
Post #1575


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I guess give me some caculus that you learned first. Like basic derivatives?
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Saffy
post Oct 3 2007, 11:25 PM
Post #1576


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Well, the derivative is basically the rate of change of a curve or a line. You should know of y = mx + b if you're even asking about calculus. Well, y = m would be the derivative of that line. It's the slope. Derivatives get a lot more complicated, and rather interesting to be honest.

Let's say I have y = x^2 which is the basic parabola. The derivative would be y = 2x. This is a very simple case, but all I have to do is bring down the exponent of x by 1 and multiply it. If I had y = x^3 then the derivative would be y = 3x^2. The derivative of that would be 6x, then 6, and lastly 0. As you can see the derivatives simplify to parabola, angled line, a flat line (not necessarily at 0), and a line lying on 0. This isn't always true when you get to very complicated derivatives but that works for now.
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Toaster Boy
post Oct 4 2007, 10:24 AM
Post #1577


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Wow, I'm like getting, and not getting this. Probably 50/50. I understand it, but I am some confused aswell. Jeez, if I learn to do this, I'll blow my friends away completely. (IMG:style_emoticons/default/lalaexdee.gif)
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Saffy
post Oct 4 2007, 01:42 PM
Post #1578


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This stuff is extremely simple in Calculus.
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Toaster Boy
post Oct 4 2007, 07:10 PM
Post #1579


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Ah, no need to teach me, I have no use for it, for now.

How does Saffy think my "problem" went. (PM)
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Saffy
post Oct 4 2007, 07:32 PM
Post #1580


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You sent me a PM?
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