AMS 2.08 Released
Posted by Eric on 19 August 2002, 07:10 GMT
TI has recently released AMS 2.08 for the TI-89 and the Voyage 200. The new version includes added features such as more trig commands and a novel idea TI is referring to as "clack functionality" (yes, kiddos, I believe that should be "clock"). Anyway, give it a try. On another note, I've decided to officially retire from ticalc.org, due to massive workloads and such. It's been interesting, but three years is about long enough, anyway. We're currently in the process of deciding how to proceed, so please don't flood our mailboxes volunteering your help just yet, thanks. Update (Eric): Ok, it appears that TI has recalled AMS 2.08 due to errors with the Black Graph Link cable and TI-Connect.
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The comments below are written by ticalc.org visitors. Their views are not necessarily those of ticalc.org, and ticalc.org takes no responsibility for their content.
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Ti- 83+ SE
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rooot
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Will they ever upgrade the Ti-83+ (SE) OS? Please.
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20 August 2002, 02:55 GMT
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Re: AMS 2.08 Released
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Brandon Siegel
(Web Page)
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So are you telling me that the only new functions (besides the clock ones) are the cot() sec() and csc() and their inverses? Wow useless. I was trying for a long time to make my backup of all my programs go and it kept stalling on three functions I had written: cot() sec() and csc().. That explains a lot.
Also, TiCT Explorer no longer works! Before it gave me some error message, now it just freezes the calculator! :-( How now can I use the ppg packed programs? Anyone?
Auto alpha off and auto close brackets also fail. How can I get these to work (well at least how do i get auto close brackets to work - I see autoaoff is being redesigned?)
On another note I just uploaded four new ebooks:
Neitzsche's Beyond Good and Evil
And some samurai books:
A Book of Five Rings
Budoshoshinshu The Code of the Warrior
The Hagakure (The Way of the Samurai)
Are they up? If so has anyone tried them? If they are good e-mail me or message me somehow. Thanks!
--Brandon Siegel
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20 August 2002, 03:38 GMT
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Math Theorem
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ajaisharma13
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I am sorry to have this message stray off topic but I really need to find some answers...
While solving a problem I came upon a new discovery, and as luck may have it, it actually works for all things that I can think of. THis is basically a theorem or a postulate per say that is relevant to the concept of infinite series. Does anyone know where to go from here? I mean should I submit to some journal or something, should I copyright it first to make sure that no one steals it?
IF you are wondering what this does is it takes some series (probably more applicable to infinite series) and you plug it in to this long expression and out pops another infinite series. Why do you do this, Well let me tell you. The second infinite series that was popped out from the large expression converge much more rapidly than the first. For example the infinite series 1/n^2 converges to pi^2/6 but if you plug 1/n^2 to the expression it converges more rapidly to 1/n^2 and you can iterate it infinitely so that it will converge automatically to pi^2/6. Hope it makes sense... enjoy!
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20 August 2002, 04:32 GMT
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