When does NWKA hit 1000 members?

    Gee, looks like i may have to SWAG another one to meet the corrected membership ... 

Culling done.  Basically anyone that hasn't visited since registering some time before roughly springtime.  Also anyone with zero posts that hasn't visited in >500 days.

We are at 741.

Apologies if I axed someone other that this, but for sure everyone axed had zero posts.

-Allen

     SWAG: now looking at Jun 3rd '11 as new date for 1000 members.     

WR, look like you were close.  We're currently at 971.  We should be up to 1000 again by the end of the month.

B....wow...

Looks like we hit 1000 members on Sunday.

http://www.northwestkayakanglers.com/index.php?action=stats

Who was the 1000th member?
The honor goes to "armygreen" from Calgary, Alberta

Looks like we hit 1000 members on Sunday.

http://www.northwestkayakanglers.com/index.php?action=stats

Who was the 1000th member?
The honor goes to "armygreen" from Calgary, Alberta

We should have a contest to guess how many times we will hit 1000!

........

How many times would you like to hit 1000? 

How many times would you like to hit 1000? 

Only once. Ready for 2000...But i'll take 1200.

We should have a contest to guess how many times we will hit 1000!

........

How would we like to solve this?  Calculus?

f(x)=x*(1000) represents how many thousands of members NWKA will have where x is the number of times we shall reach 1000.  Since our domain(x) is based on time, our domain is { x ϵ R : 1≤x}.  Therefore, our domain can be expressed as [1, ∞).  Hence the range (f(x)) is that of a linear function that proceeds upwards from 1000, or { f(x) ϵ R : 1000≤f(x)} and can be expressed as [1000, ∞). 

Or philosophy?

If the value is indeed finite, we shall never realize when the value has been reached since NWKA will have, at that predetermined point, ceased to exist.  Or is it predetermined?  If it is not, then any decision made from the present onward will change the course of the future and we'll just have to wait and see I guess... 

We should have a contest to guess how many times we will hit 1000!

........

How would we like to solve this?  Calculus?


Or philosophy?

 

I was thinking a psychic...

But those totally unrealistic ideas that you had will work too...

We should have a contest to guess how many times we will hit 1000!

........

How would we like to solve this?  Calculus?

f(x)=x*(1000) represents how many thousands of members NWKA will have where x is the number of times we shall reach 1000.  Since our domain(x) is based on time, our domain is { x ϵ R : 1≤x}.  Therefore, our domain can be expressed as [1, ∞).  Hence the range (f(x)) is that of a linear function that proceeds upwards from 1000, or { f(x) ϵ R : 1000≤f(x)} and can be expressed as [1000, ∞). 

Or philosophy?

If the value is indeed finite, we shall never realize when the value has been reached since NWKA will have, at that predetermined point, ceased to exist.  Or is it predetermined?  If it is not, then any decision made from the present onward will change the course of the future and we'll just have to wait and see I guess...

F'ing students.............
Get a job and some kids and lets see how much time and brainpower you have left for such nonsense.

-Spot-

F'ing students.............
Get a job and some kids and lets see how much time and brainpower you have left for such nonsense.

-Spot-

Kids vs. time for bull$h!t?  That one's easy.  Negative exponential: f(t)=e^-(τ*t) where the time constant τ (tao) is equal to the number of kids one has and f(t) equaling the amount of time for bull$h!t.  The greater the time constant, the more rapidly the amount of time you have for such nonsense drops off.   

Thanks for helping me study guys! 

OK, i know it wasnt me, so, which member did hit the closest to the actual date?

OK, i know it wasnt me, so, which member did hit the closest to the actual date?

Whoever guess the farthest date out from when we started guessing.