CorvallisCracker

05-09-2008, 12:01

SB.com membership: no end in sight?

View Full Version : Hyperbolic

CorvallisCracker

05-09-2008, 12:01

SB.com membership: no end in sight?

OscarV

05-09-2008, 12:44

I wish the chart for my stocks and funds looked like that.

spun_cookie

05-09-2008, 14:08

•You mean exponential growth right :D

CorvallisCracker

05-09-2008, 14:42

•You mean exponential growth right :D

The curve is hyperbolic in form, and expresses exponential growth.

The curve is hyperbolic in form, and expresses exponential growth.

spun_cookie

05-09-2008, 22:06

true, not knocking that you described it correctly, just I rarely, if ever, hear it referred that way... might be the diff between where we work..

In any case, nice mathematical reference... a toast to you :D

In any case, nice mathematical reference... a toast to you :D

OscarV

05-09-2008, 22:16

uuhh,...yeah, what they said.

chilidawg7

05-10-2008, 09:11

nice to see math being put to good use around here!

(i teach Algebra II and Pre-Cal at the high school level)

[/URL]When you have trouble falling asleep at night, go here:

[URL]http://en.wikipedia.org/wiki/Hyperbola (http://en.wikipedia.org/wiki/Hyperbola) :)

(i teach Algebra II and Pre-Cal at the high school level)

[/URL]When you have trouble falling asleep at night, go here:

[URL]http://en.wikipedia.org/wiki/Hyperbola (http://en.wikipedia.org/wiki/Hyperbola) :)

CorvallisCracker

05-11-2008, 10:00

Of course, the whole point of the post was to highlight the accelerating rate of new member registrations. Over half of the current members signed on in just the last two years (yes that includes me - I'm not making an editorial statment, just an empirical observation).

Obviously I gave the thread the wrong title.

Obviously I gave the thread the wrong title.

Thesh

05-21-2008, 21:09

The curve is hyperbolic in form, and expresses exponential growth.

Hyperbolas are for trigonomotry; exponential would be more like parabolas.

Just saying.

Hyperbolas are for trigonomotry; exponential would be more like parabolas.

Just saying.

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