## Fifteen normal components grouped over eighty intervals

#### Source:

A total of 820 observations were generated by computer to follow the distribution
1/15 N(5, 1) + 1/15 N(10, 1) + ... + 1/15 N(75, 1)
where N(m ,s ) denotes a normal distribution with mean m and standard deviation s .

#### Remarks:

This example illustrates the maximum number of components (15) and the maximum number of grouping intervals (80) allowed by MIX.

``` Fitting Normal components

Proportions and their standard errors
.06182    .07450    .08009    .05827    .07729    .06501    .05915    .06334
.00848    .00935    .00972    .00872    .01004    .00905    .00850    .00915
>>    .06035    .06017    .07606    .05842    .06707    .06676    .07169
>>    .00916    .00945    .01025    .00858    .00893    .00890    .00909

Means and their standard errors
4.9579   10.0530   15.0635   19.9114   25.1480   30.2734   34.7899   40.0086
.1675     .1215     .1539     .1507     .2281     .1204     .1772     .1733
>>   44.6613   49.9631   54.8138   59.9862   64.9425   69.8967   75.0310
>>     .2057     .2148     .1941     .1681     .1436     .1355     .1587

Sigmas and their standard errors
1.0996     .8279    1.0998     .8445    1.5004     .7111    1.0687     .9995
.1311     .1104     .1357     .1438     .2308     .1146     .1618     .1672
>>    1.1430    1.1364    1.1965     .9731     .9318     .8773    1.1193
>>     .2081     .2181     .1904     .1598     .1288     .1216     .1245

Degrees of freedom = 80 - 1 +   0 -  0 - 44 -   0 =  35

Chi-squared =  23.2853            (P =  .9350)
* WARNING *  GOODNESS-OF-FIT TEST MAY BE INVALID;   4 EXPECTED COUNTS ARE < 1			```
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