Standard Deviation-Mean Plot | |||
Section | Mean | Standard Deviation | Range |
1 | 40.12722 | 1.01342491927128 | 2.5841 |
2 | 41.74046 | 0.343168039012961 | 0.877900000000004 |
3 | 42.93102 | 0.526602598740265 | 1.23110000000000 |
4 | 43.82822 | 1.39656166960145 | 3.4318 |
5 | 46.3125 | 0.351752576394261 | 0.842500000000001 |
6 | 45.94872 | 0.86850904543361 | 2.10540000000000 |
7 | 45.25424 | 0.548552807849892 | 1.31630000000000 |
8 | 45.76838 | 0.213714522201932 | 0.485500000000002 |
9 | 45.43032 | 0.279349515839924 | 0.708199999999998 |
10 | 44.92034 | 0.226911641393736 | 0.523999999999994 |
11 | 45.0901 | 0.379673939058239 | 0.924999999999997 |
12 | 45.3585 | 0.112374930478286 | 0.280499999999996 |
13 | 44.8809 | 0.097100823889398 | 0.262799999999999 |
14 | 44.64444 | 0.157172319445887 | 0.346699999999998 |
15 | 43.98782 | 0.255370117672369 | 0.638199999999998 |
16 | 43.98664 | 0.117978061519929 | 0.315700000000000 |
17 | 43.8234 | 0.126050287583964 | 0.272500000000001 |
18 | 43.74592 | 0.135425281982354 | 0.295500000000004 |
19 | 43.50362 | 0.164224106025880 | 0.378099999999996 |
20 | 43.46206 | 0.105406939999224 | 0.270299999999999 |
21 | 43.44772 | 0.104483213962819 | 0.265000000000001 |
22 | 43.57388 | 0.0611432089442456 | 0.140699999999995 |
23 | 43.36118 | 0.158046882284972 | 0.369 |
24 | 43.50386 | 0.242388011254683 | 0.606000000000002 |
25 | 43.78538 | 0.139616159523173 | 0.341000000000001 |
26 | 43.86982 | 0.114427037888779 | 0.274799999999999 |
27 | 45.0249 | 0.70376597672806 | 1.765 |
28 | 44.54592 | 0.462245072445344 | 0.955100000000002 |
29 | 44.0922 | 0.226226225270193 | 0.517499999999998 |
30 | 44.5103 | 0.224176716007707 | 0.625 |
31 | 45.21262 | 0.379760479776398 | 0.874400000000001 |
32 | 45.4414 | 0.399843469372706 | 0.985000000000007 |
33 | 45.12938 | 0.176941436639358 | 0.450099999999999 |
34 | 45.30092 | 0.249225965741935 | 0.637 |
35 | 45.26668 | 0.139517192488955 | 0.291600000000003 |
36 | 44.99462 | 0.155694836137878 | 0.398500000000006 |
37 | 44.62458 | 0.173039394358627 | 0.427100000000003 |
38 | 44.15918 | 0.194474193660752 | 0.525599999999997 |
39 | 43.89526 | 0.0981817600168177 | 0.250599999999999 |
40 | 43.70722 | 0.111230625279191 | 0.299999999999997 |
41 | 43.73062 | 0.0675053479362911 | 0.182599999999994 |
42 | 43.4974 | 0.110854296263159 | 0.231500000000004 |
43 | 43.1261 | 0.0956401327895363 | 0.225999999999999 |
44 | 43.12716 | 0.0921451192413367 | 0.226700000000001 |
45 | 42.95376 | 0.103973135953475 | 0.280499999999996 |
46 | 43.0443 | 0.113046273711254 | 0.2577 |
47 | 43.79158 | 0.206421975574306 | 0.529999999999994 |
48 | 44.30164 | 0.432317531451131 | 1.04 |
49 | 44.42894 | 0.421978841886651 | 0.901200000000003 |
50 | 43.92952 | 0.235748227989099 | 0.5869 |
51 | 43.09346 | 0.349838602787056 | 0.789999999999999 |
52 | 42.9763 | 0.237336154009456 | 0.542499999999997 |
53 | 42.70778 | 0.200714578444117 | 0.539999999999999 |
54 | 42.25776 | 0.303126480202569 | 0.676199999999994 |
55 | 42.52038 | 0.211694525200817 | 0.552099999999996 |
56 | 42.0367 | 0.270623262119131 | 0.655000000000001 |
57 | 41.6316 | 0.160696297406009 | 0.391000000000005 |
58 | 41.07754 | 0.148847599913468 | 0.366 |
59 | 40.714 | 0.110038629580705 | 0.262999999999998 |
60 | 40.63842 | 0.099697577703775 | 0.216000000000001 |
61 | 40.4127 | 0.157336661334859 | 0.371500000000005 |
62 | 40.18062 | 0.145367197125072 | 0.355499999999999 |
63 | 39.73466 | 0.176119641153395 | 0.412500000000001 |
64 | 39.6601 | 0.108580269846783 | 0.289500000000004 |
65 | 39.23766 | 0.100055199764928 | 0.251099999999994 |
66 | 39.3759 | 0.109799476319333 | 0.234999999999999 |
67 | 38.95914 | 0.183024378157665 | 0.483499999999999 |
68 | 38.79744 | 0.0323951076553235 | 0.0812999999999988 |
69 | 38.68662 | 0.184017450259480 | 0.387000000000000 |
70 | 37.89804 | 0.310675204997117 | 0.758000000000003 |
71 | 38.28758 | 0.591900652136826 | 1.44290000000000 |
72 | 38.1085 | 0.286782583153162 | 0.710000000000001 |
73 | 37.95776 | 0.124670317237105 | 0.318000000000005 |
74 | 38.13634 | 0.168261486977857 | 0.423999999999999 |
75 | 38.3131 | 0.136839504529940 | 0.342499999999994 |
76 | 38.17328 | 0.134517162473790 | 0.302500000000002 |
77 | 38.62236 | 0.43094049821292 | 0.950099999999999 |
78 | 39.03716 | 0.158797443304356 | 0.383800000000001 |
79 | 39.14092 | 0.369592298350493 | 0.8185 |
80 | 39.15734 | 0.0855640286569063 | 0.235799999999998 |
81 | 39.39024 | 0.0633032621592299 | 0.154400000000003 |
82 | 39.40022 | 0.137493607124113 | 0.338999999999999 |
83 | 39.25644 | 0.156470182462984 | 0.353999999999999 |
84 | 39.0399 | 0.115549686282571 | 0.248400000000004 |
85 | 39.03162 | 0.0496847260231951 | 0.1235 |
86 | 39.33416 | 0.132234443319431 | 0.335999999999999 |
87 | 39.27492 | 0.0381661106218600 | 0.102400000000003 |
88 | 40.2559 | 0.436378906456303 | 1.03050000000000 |
89 | 41.24094 | 0.262605489280025 | 0.660500000000006 |
90 | 41.56386 | 0.290716912132747 | 0.654499999999999 |
91 | 41.5485 | 0.108700275988611 | 0.280000000000001 |
92 | 42.18536 | 0.346158667376682 | 0.884999999999998 |
93 | 42.5818 | 0.276033231695027 | 0.712800000000001 |
94 | 42.56126 | 0.267116047814427 | 0.611799999999995 |
95 | 43.1798 | 0.23092060323843 | 0.615000000000002 |
96 | 42.25398 | 0.283607179034666 | 0.779700000000005 |
97 | 42.38106 | 0.0620769119721652 | 0.145699999999998 |
98 | 41.6929 | 0.418318419388868 | 1.14650000000000 |
Regression: S.E.(k) = alpha + beta * Mean(k) | |
alpha | -0.388060213957644 |
beta | 0.0148742742195947 |
S.D. | 0.0085834395887362 |
T-STAT | 1.73290369971425 |
p-value | 0.0863239046359169 |
Regression: ln S.E.(k) = alpha + beta * ln Mean(k) | |
alpha | -12.0961543921023 |
beta | 2.78611752886801 |
S.D. | 1.18221991665320 |
T-STAT | 2.3566829568862 |
p-value | 0.0204704805611829 |
Lambda | -1.78611752886801 |