histogram box plot statistics adaptivebms
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Paste your data here Histogram
Obs
Choose bin
number:
9.91 12 Mean (x) 13.694436
15.00 Confidence interval (x+) 15.33997294
14.41 Confidence interval (x-) 12.04889906
16.50 StDev (for sample) 5.996964919
13.08 StDev (for population) 5.936692385
18.12 LSL 5
18.80 USP 27
10.34 UCL 31.68533076
16.11 LCL -4.2964587567.61 Cpu 0.73957211
15.76 Cpl 0.483268682
8.78 CPK 0.483268682
20.00 CP 0.611420396
15.62 Ppu 0.747080649
8.37 Ppl 0.488175089
14.99 PPK 0.488175089
16.91 PP 0.617627869
12.82 PPM 51182.4911
20.61 LCL -4.296458756
11.99 UCL 31.68533076
11.01
21.08 Minimum -4
9.10 Q1 9.9217
12.09 Median 13.57545
10.22 Q3 16.388075
15.47 Maximum 36
9.96 Obs (n) 50
16.45 Inter Quartile Range 6.4663759.07 Number Upper Outliers 1
36.00 Number Lower Outliers 1
4.36
13.67 (1.5*IQR)+Q3 26.0876375
9.88 (1.5*IQR)-Q1 -0.2221375
-4.00 Q2-Q1 3.65375
15.68 Q3-Q2 2.812625
Basic Statistics (Non-Normal Dis
Boxplot calculations
provided by www.AdaptiveBMS.com
Histogram and Boxplot Statistics Tool
Results
Basic Statistics (Normal Dist
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Histogram
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Boxplot
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12.13 Upper Whisker 26.0876375
16.02 Lower Whisker -0.2221375
16.20 Outliers maximum 36
22.43 Outliers minimum -4
13.48 Wisker Upper-Q3 9.6995625
17.66 Q1-Wisker Lower 10.1438375
17.43
6.15
9.70
12.19
10.93
25.32
6.12
13.81
9.39
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Alpha
Enter lower tolerance
Enter upper tolerance
tributions)
0.05
ibutions)
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Note:Graph data will have to be re-selected if alternative binning is used
1) Right click on graph
2) Select "Select data"
3) Click frequency
4) Select Data worksheet
5) Select the Greentext
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Summary of Data
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Box Plot of Data
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Histogram
A bar graph of a frequency distribution in which the widths of the bars are proportional to the classes into
which the variable has been divided and the heights of the bars are proportional to the class frequencies
Box Plot
Graphically represents non-normal data
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