- •Приложение Статистические таблицы Содержание
- •Ординаты нормального распределения
- •Функция Лапласа (интеграл вероятностей)
- •Кумулятивные вероятности биноминального распределения
- •Распределение Пуассона
- •Продолжение табл. П.5
- •Продолжение табл. П.5
- •Продолжение табл. П.5
- •Продолжение табл. П.5
- •Продолжение табл. П.5
- •Продолжение табл. П.5
- •Продолжение табл. П.5
- •Продолжение табл. П.5
- •Значения функции p(λ)
- •Продолжение табл. П.10
- •Продолжение табл. П.10
- •Продолжение табл. П.11
- •Продолжение табл. П.11
- •Критические точки распределения Фишера-Снедекора (k1 — число степеней свободы большей дисперсии, к2 — число степеней свободы меньшей дисперсии)
- •Продолжение табл. П.12
- •Значения тригонометрических функций с интервалом p/6
- •Значения тригонометрических функций с интервалом p/5
- •Значения тригонометрических функций с интервалом 2p/7
- •Весовые коэффициенты для расчета параметра a0 параболы второго порядка
Продолжение табл. П.5
m |
|
|||||||||
11.1 |
11.2 |
11.3 |
11.4 |
11.5 |
11.6 |
11.7 |
11.8 |
11.9 |
12.0 |
|
19 |
.009023 |
.009682 |
.010372 |
.011095 |
.011852 |
.012641 |
.013465 |
.014322 |
.015212 |
.016137 |
20 |
.005008 |
.005422 |
.005860 |
.006324 |
.006815 |
.007332 |
.007877 |
.008450 |
.009051 |
.009682 |
21 |
.002647 |
.002892 |
.003153 |
.003433 |
.003732 |
.004050 |
.004388 |
.004748 |
.005129 |
.005533 |
22 |
.001336 |
.001472 |
.001620 |
.001779 |
.001951 |
.002136 |
.002334 |
.002547 |
.002774 |
.003018 |
23 |
.000645 |
.000717 |
.000796 |
.000882 |
.000975 |
.001077 |
.001187 |
.001307 |
.001435 |
.001575 |
. 24 |
.000298 |
.000335 |
.000375 |
.000419 |
.000467 |
.000521 |
.000579 |
.000642 |
.000712 |
.000787 |
25 |
.000132 |
.000150 |
.000169 |
.000191 |
.000215 |
.000242 |
.000271 |
.000303 |
.000339 |
.000378 |
26 |
.000057 |
.000065 |
.000074 |
.000084 |
.000095 |
.000108 |
.000122 |
.000138 |
.000155 |
.000174 |
27 |
.000023 |
.000027 |
.000031 |
.000035 |
.000041 |
.000046 |
.000053 |
.000060 |
.000068 |
.000078 |
28 |
.000009 |
.000011 |
.000012 |
.000014 |
.000017 |
.000019 |
.000022 |
.000025 |
.000029 |
.000033 |
29 |
.000004 |
.000004 |
.000005 |
.000006 |
.000007 |
.000008 |
.000009 |
.000010 |
.000012 |
.000014 |
30 |
.000001 |
.000002 |
.000002 |
.000002 |
.000003 |
.000003 |
.000003 |
.000004 |
.000005 |
.000005 |
31 |
|
.000001 |
.000001 |
.000001 |
.000001 |
.000001 |
.000001 |
.000002 |
.000002 |
.000002 |
32 |
|
|
|
|
|
|
|
.000001 |
.000001 |
.000001 |
m |
|
|||||||||
12.1 |
12.2 |
12.3 |
12.4 |
12.5 |
12.6 |
12.7 |
12.8 |
12.9 |
13.0 |
|
0 |
.000006 |
.000005 |
.000005 |
.000004 |
.000004 |
.000003 |
.000003 |
.000003 |
.000002 |
.000002 |
1 |
.000067 |
.000061 |
.000056 |
.000051 |
.000047 |
.000042 |
.000039 |
.000035 |
.000032 |
.000029 |
2 |
.000407 |
.000374 |
.000344 |
.003317 |
.000291 |
.000268 |
.000246 |
.000226 |
.000208 |
.000191 |
3 |
.001641 |
.001522 |
.001412 |
.001309 |
.001213 |
.001124 |
.001042 |
.000965 |
.000894 |
.000828 |
4 |
.004966 |
.004643 |
.004341 |
.004057 |
.003791 |
.003541 |
.003307 |
.003088 |
.002882 |
.002690 |
5 |
.012017 |
.011330 |
.010679 |
.010062 |
.009477 |
.008924 |
.008400 |
.007905 |
.007436 |
.006994 |
6 |
.024233 |
.023037 |
.021892 |
.020794 |
.019744 |
.018740 |
.017781 |
.016864 |
.015988 |
.015153 |
7 |
.041889 |
.040151 |
.038467 |
.036836 |
.035258 |
.033733 |
.032259 |
.030837 |
.029464 |
.018141 |
8 |
.063358 |
.061230 |
.059142 |
.057095 |
.055091 |
.053129 |
.051212 |
.049339 |
.047511 |
.045730 |
9 |
.085181 |
.083000 |
.080828 |
.078665 |
.076515 |
.074381 |
.072266 |
.070171 |
.068100 |
.066054 |
10 |
.103069 |
.101261 |
.099418 |
.097544 |
.095644 |
.093720 |
.091777 |
.089819 |
.087849 |
.085870 |
11 |
.113376 |
.112308 |
.111168 |
.109959 |
.108686 |
.107352 |
.105961 |
.104516 |
.103023 |
.101483 |
12 |
.114321 |
.114180 |
.113947 |
.113624 |
.113215 |
.112720 |
.112142 |
.111484 |
.110749 |
.109940 |
13 |
.106406 |
.107153 |
.107811 |
.108380 |
.108860 |
.109251 |
.109554 |
.109769 |
.109897 |
.109940 |
14 |
.091965 |
.093376 |
.094720 |
.095994 |
.097197 |
.098326 |
.099381 |
.100360 |
.101263 |
.102087 |
15 |
.074185 |
.075946 |
.077670 |
.079355 |
.080997 |
.082594 |
.084143 |
.085641 |
.087086 |
.088475 |
16 |
.056103 |
.057909 |
.059709 |
.061500 |
.063279 |
.065043 |
.066788 |
.068513 |
.070213 |
.071886 |
17 |
.039932 |
.041558 |
.043201 |
.044859 |
.046529 |
.048208 |
.049895 |
.051586 |
.053279 |
.054972 |
18 |
.026843 |
.028167 |
.029521 |
.030903 |
.032312 |
.033746 |
.035204 |
.036683 |
.038183 |
.039702 |
19 |
.017095 |
.018086 |
.019111 |
.020168 |
.021258 |
.022379 |
.023531 |
.024713 |
.025925 |
.027164 |
20 |
.010342 |
.011033 |
.011753 |
.012504 |
.013286 |
.014099 |
.014942 |
.015816 |
.016721 |
.017657 |
21 |
.005959 |
.006409 |
.006884 |
.007383 |
.007908 |
.008459 |
.009036 |
.009640 |
.010272 |
.010930 |
Таблица П.6
Критические значения распределения c2
a (%) |
||||||||||
k |
40.0 |
30.0 |
20.0 |
10.0 |
5.0 |
2.5 |
1.0 |
0.5 |
0.1 |
0.05 |
1 |
0.708 |
1.07 |
1.64 |
2.71 |
3.84 |
5.02 |
6.63 |
7.88 |
10.8 |
12.1 |
2 |
1.83 |
2.41 |
3.22 |
4.61 |
5.99 |
7.38 |
9.21 |
10.6 |
13.8 |
15.2 |
3 |
2.95 |
3.67 |
4.64 |
6.25 |
7.81 |
9.35 |
11.3 |
12.8 |
16.3 |
17.7 |
4 |
4.04 |
4.88 |
5.99 |
7.78 |
9.49 |
11.1 |
13.3 |
14.9 |
18.5 |
20.0 |
5 |
5.13 |
6.06 |
7.29 |
9.24 |
11.1 |
12.8 |
15.1 |
16.7 |
20.5 |
22.1 |
6 |
6.21 |
7.23 |
8.56 |
10.6 |
12.6 |
14.4 |
16.8 |
18.5 |
22.5 |
24.1 |
7 |
7.28 |
8.38 |
9.80 |
12.0 |
14.1 |
16.0 |
18.5 |
20.3 |
24.3 |
26.0 |
8 |
8.35 |
9.52 |
11.0 |
13.4 |
15.5 |
17.5 |
20.1 |
22.0 |
26.1 |
27.9 |
9 |
9.41 |
10.7 |
12.2 |
14.7 |
16.9 |
19.0 |
21.7 |
23.6 |
27.9 |
29.7 |
10 |
10.5 |
11.8 |
13.4 |
16.0 |
18.3 |
20.5 |
23.2 |
25.2 |
29.6 |
31.4 |
11 |
11.5 |
12.9 |
14.6 |
17.3 |
19.7 |
21.9 |
24.7 |
26.8 |
31.3 |
33.1 |
12 |
12.6 |
14.0 |
15.8 |
18.5 |
21.0 |
23.3 |
26.2 |
28.3 |
32.9 |
34.8 |
13 |
13.6 |
15.1 |
17.0 |
19.8 |
22.4 |
24.7 |
27.7 |
29.8 |
34.5 |
36.5 |
14 |
14.7 |
16.2 |
18.2 |
21.1 |
23.7 |
26.1 |
29.1 |
31.3 |
36.1 |
38.1 |
15 |
15.7 |
17.3 |
19.3 |
22.3 |
25.0 |
27.5 |
30.6 |
32.8 |
37.7 |
39.7 |
16 |
16.8 |
18.4 |
20.5 |
23.5 |
26.3 |
28.8 |
32.0 |
34.3 |
39.3 |
41.3 |
17 |
17.8 |
19.5 |
21.6 |
24.8 |
27.6 |
30.2 |
33.4 |
35.7 |
40.8 |
42.9 |
18 |
18.9 |
20.6 |
22.8 |
26.0 |
28.9 |
31.5 |
34.8 |
37.2 |
42.3 |
44.4 |
19 |
19.9 |
21.7 |
23.9 |
27.2 |
30.1 |
32.9 |
36.2 |
38.6 |
43.8 |
46.0 |
20 |
21.0 |
22.8 |
25.0 |
28.4 |
31.4 |
34.2 |
37.6 |
40.0 |
45.3 |
47.5 |
21 |
22.0 |
23.9 |
26.2 |
29.6 |
32.7 |
35.5 |
38.9 |
41.4 |
46.8 |
49.0 |
22 |
23.0 |
24.9 |
27.3 |
30.8 |
33.9 |
36.8 |
40.3 |
42.8 |
48.3 |
50.5 |
23 |
24.1 |
26.0 |
28.4 |
32.0 |
35.2 |
38.1 |
41.6 |
44.2 |
49.7 |
52.0 |
24 |
25.1 |
27.1 |
29.6 |
33.2 |
36.4 |
39.4 |
43.0 |
45.6 |
51.2 |
53.5 |
25 |
26.1 |
28.2 |
30.7 |
34.4 |
37.7 |
40.6 |
44.3 |
46.9 |
52.6 |
54.9 |
26 |
27.2 |
29.2 |
31.8 |
35.6 |
38.9 |
41.9 |
45.6 |
48.3 |
54.1 |
56.4 |
27 |
28.2 |
30.3 |
32.9 |
36.7 |
40.1 |
43.2 |
47.0 |
49.6 |
55.5 |
57.9 |
28 |
29.2 |
31.4 |
34.0 |
37.9 |
41.3 |
44.5 |
48.3 |
51.0 |
56.9 |
59.3 |
29 |
30.3 |
32.5 |
35.1 |
39.1 |
42.6 |
45.7 |
49.6 |
52.3 |
58.3 |
60.7 |
30 |
31.3 |
33.5 |
36.3 |
40.3 |
43.8 |
47.0 |
50.9 |
53.7 |
59.7 |
62.2 |
31 |
32.3 |
34.6 |
37.4 |
41.4 |
45.0 |
48.2 |
52.2 |
55.0 |
61.1 |
63.6 |
32 |
33.4 |
35.7 |
38.5 |
42.6 |
46.2 |
49.5 |
53.5 |
56.3 |
62.5 |
65.0 |
33 |
34.4 |
36.7 |
39.6 |
43.7 |
47.4 |
50.7 |
54.8 |
57.6 |
63.9 |
66.4 |
34 |
35.4 |
37.8 |
40.7 |
44.9 |
48.6 |
52.0 |
56.1 |
59.0 |
65.2 |
67.8 |
35 |
36.5 |
38.9 |
41.8 |
46.1 |
49.8 |
63.2 |
57.3 |
60.3 |
66.6 |
69.2 |
36 |
37.5 |
39'9 |
42.9 |
47.2 |
51.0 |
54.4 |
58.6 |
61.6 |
68.0 |
70.6 |
37 |
38.5 |
41.0 |
44.0 |
48.4 |
52.2 |
55.7 |
59.9 |
62.9 |
69.3 |
72.0 |
38 |
39.6 |
42.0 |
45.1 |
49.5 |
53.4 |
56.9 |
61.2 |
64.2 |
70.7 |
73.4 |
39 |
40.6 |
43.1 |
46.2 |
50.7 |
54.6 |
58.1 |
62.4 |
65.5 |
72.1 |
74.7 |
40 |
41.6 |
44.2 |
47.3 |
51.8 |
55.8 |
59.3 |
63.7 |
66.8 |
73.4 |
76.1 |
k |
40.0 |
30.0 |
20.0 |
10.0 |
5.0 |
2.5 |
1.0 |
0.5 |
0.1 |
0.05 |
Таблица П.7