Hi there,

If I have a statistics distribution, and I have the information of what the y 
value is when x = 0 (at the center of the distribution), and know what the y 
value is when the concavity of the graph changes at x = +SD (standard 
deviation), and then know that the y value as x approaches infinity is 0 and 
my data looks like so:

| x 
|    
|      
|       
|        
|        x 
|           
|              
|                          x
-----------------------------

How would I alter a distribution equation so that I would have the complete 
graph which would look like so, knowing that not all the time would the answer 
be a normal distribution:

| x 
|   x 
|     x 
|      x 
|       x 
|        x 
|          x 
|             x 
|                   x 
-----------------------------


Statistics is an extremely interesting field to me, and I am very curious 
about its manipulations.  I am a medical student in philadelphia who is 
currently being educated in biostatistics and I am simply interested in more 
statistics.

thank you for your time,

Micah




>===== Original Message From "E. Jacquelin Dietz" <[EMAIL PROTECTED]> =====
>Micah,
>
>I'd suggest that you post your question to the statistics education list
>edstat.  Send your message to .
>
>Jacquelin Dietz
>
>aka25 wrote:
>>
>> Hi Professor,
>>
>> I am a student from philadelphia with a question for you on statistical
>> distributions.
>>
>> If I know something is on a symmetrical distribution, and its standard
>> deviation is the distance from the center at which the concavity of the 
graph
>> changes.
>>
>> Then I additionally know the value on the y axis for the center as N, and I
>> know the value on the y axis for the first standard deviation as M, then 
how
>> would I manipulate a symmetrical distribution to match this data?
>>
>> thanks,
>>
>> Micah
>
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>  Department of Statistics, Box 8203       (919) 515-1169  (FAX)
>  North Carolina State University
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>
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