sahar salah writes:

>Due to my PHD I'm preparing a questionnaire. But the popular is 
>very large. I classified it into 35 categories. All I need, is to 
>determine the sample size. is it proportional to the popular size? 
>How can I determine that sample size?

I presume here that you mean to use the word "population" instead of
"popular".

You need to provide much more information before I or anyone else can answer
your question. Attached below is some general guidance that I wrote up for
my web pages. It is written in the context of medical research, so I
apologize if the example using sensitivity of a diagnostic test seems a bit
obscure to you.

It is difficult to use email to provide specific advice for such an
important question. You would be much better off seeking information and
guidance from your dissertation advisor and/or members of your dissertation
committee. If they are not helpful, see if you can find someone at your
university who can provide statistical consulting face-to-face.

Steve Simon, [EMAIL PROTECTED], Standard Disclaimer.
STATS - Steve's Attempt to Teach Statistics: http://www.cmh.edu/stats

Three things you need for a power calculation

Dear Professor Mean,

I want to do research. Is forty subjects enough, or do I need more?

Eager Edward

Dear Eager, 

That reminds me of a cute joke. How many research subjects does it take to
screw in a light bulb? At least 300 if you want the bulb to have adequate
power.

Sorry, I was digressing. Is forty subjects an adequate sample size? That
depends on a lot of factors. The basic idea, though, is to select a sample
size which insures that your study has adequate power. Power is the
probability that your research study will successfully detect a difference,
assuming that the treatment or exposure you are examining actually can cause
an important difference. If you don't care whether your experiment is
successful or not, then you can use just about any sample size.

Power is to a research design like sensitivity is to a diagnostic test. A
diagnostic test with good sensitivity is normally able to detect a disease
when the disease is present. A research study with good power is normally
able to detect a change when your treatment is indeed effective.

The actual calculation of power requires three pieces of information: your
research hypothesis, the variability of your outcome measure, and your
estimate of the clinically relevant difference.

Calculating power is sometimes difficult and it may require you to go to the
time and expense of running a pilot study. But you should NEVER start a
research project without knowing what your power is. That would be like
using a diagnostic test with unknown sensitivity.


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