How do I determine the class size for creating a histogram in statistics?

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To determine the class size for creating a histogram, first calculate the range by subtracting the lowest value from the highest value of the data set. The class size can be considered arbitrary and should be chosen based on the desired appearance of the histogram, such as whether to achieve a normal curve or allow for gaps. It is not mandatory to use actual endpoints for the range; alternative reasonable values can also be applied. Plotting the data first can help in visualizing the distribution and making informed decisions about class size. Understanding these concepts will aid in effectively constructing the histogram.
Saladsamurai
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I have a quick question regarding a stats problem in my girlfriend's text. It is pretty easy I suppose, but I am not quite sure; the text does not appear to give a "general form" of how to obtain the info.

Feel free to correct me if I misuse words here, I am not familiar with the stats lingo yet.

It is asking to make a histogram. There is a table that gives us each state (the individual) and the number of Medical Doctors per 100,000 people is in each state (<--the variable, I presume).

Now I know that I find the Range by subtracting the Lowest Actual variable from the Highest actual Variable.

Here is where I am getting a little lost: I think now I am supposed to divide the actual range by the "class size" in order to find the number of classes so I can start to draw my histogram.

But how do I choose the size of each class? Is it arbitrary?

And why do I use the actuals to compute the range instead of the reasonable beginning/end?Thanks,
Casey
 
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I'd first plot the data by state to get a "feel."

Class size is arbitrary. It partly depends on whether you'd like the histogram to look like a "normal curve" or can live with "gaps in the middle."

You do not have to use the actual endpoints, but that's one way.
 

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