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Kurre
The trick is to file your elbows down until they are like a pencil eraser.
Thanks coffeeking, let me know how you do on your exam.
This is a 2x2 contingency table.
When a comparison is made between one sample and another, the rule is that the degrees of freedom equal (number of columns minus one) x (number of rows minus one). For your data this gives (2-1) x (2-1) = 1.
The other answer is for a One Sample Test.
That test compares a collection of categorical data with some theoretical expected distribution.
It confuses me too.
Thanks Avon;
I needed that too.
Hi ganesh
# 1444
Hi Alex
Hi whatismath;
Indeed it is shorter, and doesn't require a substitution like mine does. Thanks for providing it.
Hi whatismath;
I tried that idea and could not make it work. The indeterminate forms produced had to be differentiated and did not get simpler. Can you demonstrate your method as I would like to see a shorter method than mine.
Hi whatismath;
I know that
so we are covered there.
I think that you are right, we can use your inequality for -∞ to 0 and the whole problem is done.
I agree
Hi Maths;
Thanks for the link
No, I read all posts.
Hi simron;
There is a 3.1 beta at the site also.
quittyqat
Hi boss;
This is what I use for my XP
http://www.python.org/ftp/python/3.0.1/python-3.0.1.msi
I told you my German was bad! Hehe!
Look at this one, lol. My german is so bad it's easier to memorize the digits.
Zie, 'k geef u thans, geleerden en leeken, ouden van dagen, frissche studenten, weinige regeltjes, die mij zijn gebleken, vaak nuttig te werken voor tal van docenten. Zie nu hoeveel decimalen.
Thats true, I just didn't expect to see anyone who would notice the importance of a job that demands intellectual competency, I expected rock stars and attorneys to head the list.
Hi regnar998;
Welcome to the forum. Look at this.
There is no single answer to this, as infinity is not a number in the strictest sense.
Infinity is a "limit". It is something you can get closer and closer to, but you never
quite reach it. What matters is how fast you approach the first infinity (call it
infinity01) versus how fast you approach the second infinity (call it infinity02). If
you approach both at exactly the same speed, always the same distance from each, then
infinity01-infinity02=0. If you are always a little closer to infinity01, then
infinity01-infinity02 is a positive number. If you move toward infinity01 twice as
fast as how you approach infinity02, then infinity01-infinity02=infinity. The behavior
of limits is not quite the same as the behavior of numbers.
Dr. Ken Mellendorf
I agree with some of this and some I am not sure of. Lets wait for some of the other posters who are way more rigorous to settle the question.
Hi Simron;
Not only beginning programmers, but it is becoming very popular in industry. Its free, has tons of documentation and has a big fan base. I prefer compiled languages but everyone I know has gone over to it. The standard library is huge and contains a compiler and a free computer algebra system. I haven't done much work with it, but the handwriting is on the wall, so to speak.
Although I used to be a big advocate of C++ and lisp, python, I am afraid, is the wave of the future.
I would go with yes. The integers are the set Z ...3,2,1, 0 , -1,-2,-3,...
Hi jiacui;
Couldn't agree more. Look forward to seeing your stuff.
Hi 1a2b3c2212;
Some people think that it isn't,(google 0 and integers). I think that it is. Congrats on becoming a member.
Good game! I would have thought the winner should be the one who would not spit it the farthest.