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Author Topic: What happened?  (Read 35938 times)

Shikki

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Re: What happened?
« Reply #375 on: August 17, 2010, 03:35:12 AM »

No you don't.
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hiro

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Re: What happened?
« Reply #376 on: August 17, 2010, 03:36:09 AM »

You're right. I have an 11-mile radius. >_>
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Shikki

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Re: What happened?
« Reply #377 on: August 17, 2010, 03:36:41 AM »

You forgot the - before 11. >_>
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hiro

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Re: What happened?
« Reply #378 on: August 17, 2010, 03:40:20 AM »

Moar like +buhmillion.
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Re: What happened?
« Reply #379 on: August 17, 2010, 03:41:33 AM »

You forgot to divide by the tangent of Q^2
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hiro

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Re: What happened?
« Reply #380 on: August 17, 2010, 03:43:10 AM »

Q has no tangent, only sine and cosine.
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Re: What happened?
« Reply #381 on: August 17, 2010, 03:43:47 AM »

Tangent is Sin/Cos <_<
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hiro

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Re: What happened?
« Reply #382 on: August 17, 2010, 03:45:50 AM »

Yes, but the cosine is always zero.

Think of it geometrically. Q has no tangent because anything that gets a touch of it has to have another, thus creating secant lines.
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Re: What happened?
« Reply #383 on: August 17, 2010, 03:47:43 AM »

But what about the cosecant?
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hiro

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Re: What happened?
« Reply #384 on: August 17, 2010, 03:48:50 AM »

You can have cosecants and cotangents, just not tangent by itself. >_> It's a loner.
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Re: What happened?
« Reply #385 on: August 17, 2010, 03:50:38 AM »

But I love the graph for tangents! It's so squiggly...
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hiro

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Re: What happened?
« Reply #386 on: August 17, 2010, 03:55:30 AM »

They're all squiggly, tangent is just the bipolar one. Always high or low...
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Re: What happened?
« Reply #387 on: August 17, 2010, 03:56:37 AM »

Eh, sin is my favorite to draw out, since it's so simple.

It's just two curves...
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hiro

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Re: What happened?
« Reply #388 on: August 17, 2010, 04:02:31 AM »

Dude, I drew a sine curve on an apple and gave it to my calculus teacher. He was like "what is this shit" and threw it out. D=
I had to smuggle it out of the cafeteria and everything...
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Re: What happened?
« Reply #389 on: August 17, 2010, 04:09:03 AM »

XD

We took a field trip, down the hall to where someone tagged squiggly lines on the lockers, and he said that they were excellent sine curves...
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