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Home :: Community :: Surveys :: Can you reproduce the 3D graph in the ticalc.org logo?

Results

Choice	Votes		Percent
Yes	62	34.1%
No	120	65.9%

Survey posted 2003-06-06 23:32 by Henrik.

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Re: Can you reproduce the 3D graph in the ticalc.org logo?
chemoautotroph (Web Page)
I believe technoplaza has the exact formula and window specifications.
Reply to this comment	10 June 2003, 23:40 GMT

Re: Can you reproduce the 3D graph in the ticalc.org logo?
saubue
No TI 83, no logo
Reply to this comment	11 June 2003, 18:40 GMT

Re: Can you reproduce the 3D graph in the ticalc.org logo?
AndySoft (Web Page)
It would help if I had an 89. :P And that I know how to graph 3-var equations...
Reply to this comment	12 June 2003, 00:40 GMT

Re: Can you reproduce the 3D graph in the ticalc.org logo?
Soth (Web Page)
Alcohol is great!
Reply to this comment	13 June 2003, 02:20 GMT

Re: Re: Can you reproduce the 3D graph in the ticalc.org logo?
JcN
...hence the term "alcofrolic"
Reply to this comment	13 June 2003, 04:55 GMT

Re: Re: Re: Can you reproduce the 3D graph in the ticalc.org logo?
Soth (Web Page)
Damn, you weren't meant to agree. I was waiting for a few people to point out how 'evil' alcohol was. That post was solely in relation to someone having just asked what trolling was.
Reply to this comment	13 June 2003, 12:18 GMT

damn straight.
RCTParRoThEaD_ (Web Page)
true dat.
Reply to this comment	14 June 2003, 07:35 GMT

nice
no_one_2000_ (Web Page)
lol
Reply to this comment	14 June 2003, 18:44 GMT

Re: Can you reproduce the 3D graph in the ticalc.org logo?
acr34 (Web Page)
Great survey.
Reply to this comment	14 June 2003, 04:48 GMT

Re: Re: Can you reproduce the 3D graph in the ticalc.org logo?
no_one_2000_ (Web Page)
I agree... it got everybody [that knows a lot about 3D graphing] thinking!
Reply to this comment	14 June 2003, 18:44 GMT

Re: Re: Re: Can you reproduce the 3D graph in the ticalc.org logo?
Soth (Web Page)
Surely / Shirely, which ever tickles you, it would have got more people thinking that didn't know too much about 3D graphing. My thinking went as far as, damn, what goes into an equation to make a dome (\|x+y\|) as I had just completely forgotten it, and the problem was solved by the next day.
Reply to this comment	15 June 2003, 13:17 GMT

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