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Originally Posted by b1adesofcha0s I can't mess with the equations, but I can do this: Fix'd(t=t0+k) >> Fix'd (t=t0) but |Fix'd(t=t0+k)| Which is what matters, as the quality of a
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03-16-2011, 11:58 AM
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A True Z Fanatic
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Quote:
|Fix'd(t=t0+k)| << |Fix'd (t=t0)| Which is what matters, as the quality of a fix becomes more negative as it gets better. |
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03-16-2011, 12:05 PM
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A True Z Fanatic
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On my phone now, so my response time has been shot down. Also in class now 
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03-16-2011, 12:09 PM
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A True Z Fanatic
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 noob. Gotta make the argument from the math.I will pwn you all day from my iphone. |
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03-16-2011, 12:42 PM
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A True Z Fanatic
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 ok time to :gtfi:At t=t0, Fix'd=0 because there was no declaration of Fix'd. At t=t0+k, Fix'd>0 because there was a declaration of Fix'd Therefore, ¦Fix'd(t=t0+k)¦ >> ¦Fix'd(t=t0)¦ |
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03-16-2011, 12:44 PM
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Nah I got that concentration problem thing you mean ADD yes that sh1t. something about cars just calms me |
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03-16-2011, 12:44 PM
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A True Z Fanatic
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03-16-2011, 12:46 PM
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03-16-2011, 12:46 PM
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#8 (permalink) | |
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A True Z Fanatic
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