Descriptive Statistics Report
Page	1   
Database	rectanglepopulation.S0

Summary Section of Size
		Standard	Standard
Count	Mean	Deviation	Error	Minimum	Maximum	Range
100	7.42	5.228477	0.5228477	1	18	17

Counts Section of Size
	Sum of	Missing	Distinct		Total	Adjusted
Rows	Frequencies	Values	Values	Sum	Sum Squares	Sum Squares
100	100	0	13	742	8212	2706.36

Means Section of Size
			Geometric	Harmonic
Parameter	Mean	Median	Mean	Mean	Sum	Mode
Value	7.42	6	5.325963	3.371734	742	
Std Error	0.5228477				52.28477	
95% LCL	6.382557	4	4.442365	2.774654	638.2557	
95% UCL	8.457443	8	6.385311	4.296245	845.7443	
T-Value 	14.19151
Prob Level	0
Count	100		100	100		0
The geometric mean confidence interval assumes that the ln(y) are normally distributed.
The harmonic mean confidence interval assumes that the 1/y are normally distributed.

Variation Section of Size
		Standard	Unbiased	Std Error	Interquartile
Parameter	Variance	Deviation	Std Dev	of Mean	Range	Range
Value	27.33697	5.228477	5.241696	0.5228477	8	17
Std Error	2.950577	0.3990403		3.990402E-02
95% LCL	21.07396	4.590639		0.4590638
95% UCL	36.89095	6.073792		0.6073792

Skewness and Kurtosis Section of Size
					Coefficient	Coefficient
Parameter	Skewness	Kurtosis	Fisher's g1	Fisher's g2	of Variation	of Dispersion
Value	0.5635669	2.164965	0.5721857	-0.8158543	0.7046465	0.7233334
Std Error	0.1531583	0.2647353			4.387395E-02

Trimmed Section of Size
	5%	10%	15%	25%	35%	45%
Parameter	Trimmed	Trimmed	Trimmed	Trimmed	Trimmed	Trimmed
Trim-Mean	7.188889	7.025	6.814286	6.54	6.233333	5.9
Trim-Std Dev	4.663736	4.13988	3.333157	2.383703	1.715715	0.875595
Count	90	80	70	50	30	10

	Descriptive Statistics Report
Page	2    
Database	rectanglepopulation.S0

Mean-Deviation Section of Size

Parameter	|X-Mean|	|X-Median|	(X-Mean)^2	(X-Mean)^3	(X-Mean)^4
Average	4.4536	4.34	27.0636	79.34578	1585.704
Std Error	0.3149824		2.921071	19.97755	233.3994

Quartile Section of Size
	10th	25th	50th	75th	90th
Parameter	Percentile	Percentile	Percentile	Percentile	Percentile
Value	1	4	6	12	16
95% LCL	1	2	4	9	12
95% UCL	1	4	8	12	18

Normality Test Section of Size
	Test	Prob	10% Critical	5% Critical	Decision
Test Name	Value	Level	Value	Value	(5%)
Shapiro-Wilk W	0.9075253	3.250476E-06			Reject normality
Anderson-Darling	2.84214	3.804798E-07			Reject normality
Martinez-Iglewicz	0.9870167		1.051156	1.079641	Can't reject normality
Kolmogorov-Smirnov	0.158264		0.081	0.088	Reject normality
D'Agostino Skewness	2.313648	2.068702E-02	1.645	1.960	Reject normality
D'Agostino Kurtosis	-2.6130	0.008974	1.645	1.960	Reject normality
D'Agostino Omnibus	12.1810	0.002264	4.605	5.991	Reject normality

Plots Section of Size

	Descriptive Statistics Report
Page	3  
Database	rectanglepopulation.S0

Percentile Section of Size

Percentile	Value	95% LCL	95% UCL	Exact Conf. Level
99	18			
95	17.9	16	18	96.58912
90	16	12	18	95.56901
85	15.85	12	16	95.03822
80	12	10	16	95.4651
75	12	9	12	95.12948
70	10	8	12	95.01802
65	9	8	12	95.42558
60	8	6	10	95.84555
55	8	5	9	95.51231
50	6	4	8	95.39559
45	5	4	8	95.49739
40	4.4	4	6	95.81255
35	4	4	5	95.42558
30	4	3	4	95.01802
25	4	2	4	95.12948
20	3	1	4	95.32735
15	1	1	3	95.03822
10	1	1	1	95.22729
5	1	1	1	96.58912
1	1			

Percentile Formula: Ave X(p[n+1])

Stem-Leaf Plot Section of Size
			
Depth	Stem		Leaves
16	   1	|	0000000000000000
18	   2	|	00
24	   3	|	000000
40	   4	|	0000000000000000
48	   5	|	00000000
(6)	   6	|	000000
46	   7	|	
46	   8	|	00000000
38	   9	|	00000
33	  10	|	0000000
26	  11	|	
26	  12	|	0000000000
16	  13	|	
16	  14	|	
16	  15	|	0
15	  16	|	0000000000
5	  17	|	
5	  18	|	00000
			
Unit = .1   Example:  1 |2 Represents 1.2