Standard Deviation-Mean Plot | |||
Section | Mean | Standard Deviation | Range |
1 | 90.375 | 8.92799902927116 | 18.9 |
2 | 70.775 | 5.12339405732827 | 12.5 |
3 | 96.975 | 12.0403142262429 | 27.6 |
4 | 85.5 | 7.08378429936994 | 15.9 |
5 | 73.675 | 5.60022320983727 | 12.9 |
6 | 102.425 | 10.2960753040499 | 24.8 |
7 | 88.45 | 6.54446330878247 | 14.4 |
8 | 75.4 | 4.14809193083599 | 10.1 |
9 | 99.925 | 11.2636213833148 | 27.5 |
10 | 86.75 | 2.33452350598575 | 5.39999999999999 |
11 | 74.2 | 4.31817862838797 | 8.9 |
12 | 102.15 | 9.8028907301197 | 22.1 |
13 | 91.65 | 7.63260549659595 | 16.6 |
14 | 78.05 | 10.0287918847021 | 22.7 |
15 | 101.4 | 8.73040663428686 | 15.9 |
16 | 94.025 | 9.896590321924 | 23.7 |
17 | 79.25 | 6.13921819126833 | 15 |
18 | 107.65 | 11.1440567119878 | 24.9 |
19 | 91.55 | 6.93613725354394 | 15.2 |
20 | 85.075 | 9.05773150407981 | 20.3 |
21 | 109.475 | 11.7599248863814 | 26.1 |
22 | 97.525 | 6.16948133962653 | 14.8 |
23 | 83.275 | 8.75342789997153 | 18 |
24 | 116.55 | 9.58627491086432 | 22.3 |
25 | 103.6 | 2.43721152139079 | 5.09999999999999 |
26 | 89.725 | 4.65787863016345 | 10.1 |
27 | 120.625 | 9.20774130826881 | 19.7 |
28 | 107.25 | 14.1120515872073 | 30.7 |
29 | 97.275 | 6.38820527743643 | 14.8 |
30 | 123.125 | 14.2495321560628 | 29.5 |
31 | 108.5 | 10.5870990675759 | 24.7 |
32 | 95.875 | 7.48570860595932 | 16.1 |
33 | 129.075 | 13.2643318716021 | 28.2 |
34 | 114.1 | 8.40396731708701 | 20.2 |
35 | 105.875 | 10.6161433675323 | 21 |
36 | 129.675 | 13.1631746424131 | 32 |
37 | 127.975 | 6.06375846044898 | 12.6 |
38 | 102.425 | 12.0087121152381 | 28.6 |
39 | 139.9 | 17.4503104079364 | 42.5 |
40 | 125.625 | 4.85274836218267 | 11.8000000000000 |
41 | 110.125 | 7.62818239600146 | 15.8 |
42 | 144.75 | 14.2741024236202 | 32.1 |
43 | 129.15 | 5.00699510684801 | 11.7 |
44 | 117.125 | 5.33002501557606 | 11.6 |
45 | 149.625 | 18.6253187892181 | 43.6 |
46 | 135.9 | 12.4646165872307 | 29.6 |
47 | 121.275 | 6.44327815116911 | 14.5 |
48 | 154.075 | 21.8481692596886 | 50.1 |
49 | 134.8 | 14.1102799405256 | 32.7 |
50 | 126.475 | 10.4847110912350 | 24.3 |
51 | 162.425 | 16.1959614307600 | 38.7 |
52 | 148.9 | 8.82534229742205 | 20.5 |
53 | 136.925 | 25.6297190776645 | 53 |
54 | 173.6 | 31.1637610053729 | 67.6 |
55 | 156 | 9.196013629104 | 21.3 |
56 | 141.35 | 18.0108300752630 | 39.1 |
57 | 181.375 | 10.2272104375208 | 24.9 |
58 | 164.425 | 5.56918605662743 | 11.300 |
59 | 146.625 | 9.77799400013452 | 23.2 |
60 | 174 | 25.2618289124125 | 57 |
61 | 167.175 | 18.4255936132327 | 37.5 |
62 | 140.2 | 5.95315042645489 | 14.4 |
63 | 178.55 | 23.1829678859287 | 53.2 |
64 | 161.05 | 4.83976583455576 | 10.4000000000000 |
65 | 146 | 7.55954143230042 | 15.4 |
66 | 183.125 | 19.5852623163439 | 35.9 |
67 | 167.95 | 9.62860322165162 | 22.7 |
68 | 149.825 | 13.9030871871442 | 29.4 |
69 | 181.8 | 34.1860595369906 | 78.9 |
70 | 162.55 | 14.2582140069038 | 28.5 |
71 | 148.825 | 10.3609442941590 | 25.1 |
72 | 175.675 | 18.5787288765046 | 41 |
73 | 165.175 | 9.47078842194953 | 19.9 |
74 | 144.375 | 17.8669853827294 | 38.7 |
75 | 173.225 | 25.4173661105945 | 54 |
76 | 175.85 | 20.1627544414613 | 47.7 |
77 | 148.2 | 13.4820868809939 | 30.4 |
78 | 183.675 | 20.8664603291183 | 48 |
79 | 162.75 | 6.33219287977448 | 13.7 |
80 | 148.325 | 22.4836792659327 | 45.1 |
81 | 184.1 | 24.3278989365433 | 44.5 |
82 | 151.775 | 22.9915020532950 | 52.4 |
83 | 140.15 | 18.6507372508435 | 44.4 |
84 | 170.475 | 19.249826839048 | 40 |
85 | 150.95 | 6.18304132284428 | 15.1 |
86 | 140.475 | 7.89108146369474 | 16.9 |
87 | 171.35 | 28.7963539358718 | 68.4 |
88 | 153.075 | 9.19143623162343 | 20.3 |
89 | 138.45 | 12.2910536570304 | 28 |
90 | 172.75 | 23.8821411658726 | 52.6 |
91 | 155.8 | 9.99833319442128 | 22.7 |
92 | 135.525 | 12.1708326201072 | 25.9 |
93 | 171.075 | 26.3785740074528 | 52.9 |
94 | 159.025 | 23.6542279518905 | 49.8 |
95 | 137.375 | 8.8334119493357 | 20.9 |
96 | 172.75 | 29.9633665220271 | 64.1 |
97 | 156.425 | 4.08033903820095 | 8.5 |
98 | 147.425 | 5.76447453517376 | 13.9 |
99 | 185.65 | 29.3095547560859 | 65.4 |
100 | 152.725 | 12.0765268185849 | 25.9 |
101 | 149.35 | 12.5556096360684 | 24.5 |
102 | 178.55 | 22.7874965715850 | 52.5 |
103 | 159.9 | 9.71081870904818 | 21.4 |
104 | 146.325 | 7.51548401634918 | 17.4 |
105 | 183.4 | 33.7776059937152 | 75 |
106 | 152.15 | 8.78047075427433 | 20.3 |
107 | 144.625 | 13.9605097805679 | 30.5 |
108 | 178 | 26.6833281282527 | 54 |
109 | 148.25 | 12.3119183449751 | 30 |
110 | 135.5 | 7.18795288428261 | 16 |
111 | 167.5 | 21.3150963716642 | 50 |
112 | 146.5 | 6.75771164423776 | 15 |
113 | 133.5 | 5.91607978309962 | 12 |
114 | 163.75 | 19.8221256848671 | 41 |
115 | 143.75 | 17.0562793910825 | 38 |
116 | 131.5 | 8.06225774829855 | 18 |
117 | 168.75 | 21.3443981721981 | 47 |
118 | 138.25 | 10.3400515794974 | 25 |
119 | 138.25 | 16.5201896679992 | 34 |
Regression: S.E.(k) = alpha + beta * Mean(k) | |
alpha | -7.89077191801631 |
beta | 0.153901102931193 |
S.D. | 0.0166257123551167 |
T-STAT | 9.25681255900162 |
p-value | 1.2256949823673e-15 |
Regression: ln S.E.(k) = alpha + beta * ln Mean(k) | |
alpha | -4.41946508226914 |
beta | 1.39904543142422 |
S.D. | 0.165728065586953 |
T-STAT | 8.44181356048098 |
p-value | 9.70562954597392e-14 |
Lambda | -0.399045431424218 |