Приложение а
Критические значения для критерия Граббса
Таблица А1 – Критические значения GTдля критерия Граббса
|
n |
Одно наибольшее или одно наименьшее значение при уровне значимости q |
n |
Одно наибольшее или одно наименьшее значение при уровне значимости q | ||||
|
Свыше 1 % |
Свыше 5 % |
Свыше 1 % |
Свыше 5 % | ||||
|
60 |
3,560 |
3,199 |
111 |
3,790 |
3,418 | ||
|
61 |
3,566 |
3,205 |
112 |
3,793 |
3,422 | ||
|
62 |
3,573 |
3,212 |
113 |
3,796 |
3,424 | ||
|
63 |
3,579 |
3,218 |
114 |
3,799 |
3,427 | ||
|
64 |
3,586 |
3,224 |
115 |
3,802 |
3,430 | ||
|
65 |
3,592 |
3,230 |
116 |
3,805 |
3,433 | ||
|
66 |
3,598 |
3,235 |
117 |
3,808 |
3,435 | ||
|
67 |
3,605 |
3,241 |
118 |
3,811 |
3,438 | ||
|
68 |
3,610 |
3,246 |
119 |
3,814 |
3,441 | ||
|
69 |
3,617 |
3,252 |
120 |
3,817 |
3,444 | ||
|
70 |
3,622 |
3,257 |
121 |
3,819 |
3,447 | ||
|
71 |
3,627 |
3,262 |
122 |
3,822 |
3,450 | ||
|
72 |
3,633 |
3,267 |
123 |
3,824 |
3,452 | ||
|
73 |
3,638 |
3,272 |
124 |
3,827 |
3,455 | ||
|
74 |
3,643 |
3,278 |
125 |
3,831 |
3,457 | ||
|
75 |
3,648 |
3,282 |
126 |
3,833 |
3,460 | ||
|
76 |
3,654 |
3,287 |
127 |
3,836 |
3,462 | ||
|
77 |
3,658 |
3,291 |
128 |
3,838 |
3,465 | ||
|
78 |
3,663 |
3,297 |
129 |
3,840 |
3,467 | ||
|
79 |
3,669 |
3,301 |
130 |
3,843 |
3,47 | ||
|
100 |
3,754 |
3,383 |
131 |
3,845 |
3,473 | ||
|
101 |
3,757 |
3,386 |
132 |
3,848 |
3,475 | ||
|
102 |
3,760 |
3,390 |
133 |
3,850 |
3,478 | ||
|
103 |
3,765 |
3,393 |
134 |
3,853 |
3,480 | ||
|
104 |
3,768 |
3,397 |
135 |
3,856 |
3,482 | ||
|
105 |
3,771 |
3,400 |
136 |
3,858 |
3,484 | ||
|
106 |
3,774 |
3,403 |
137 |
3,860 |
3,487 | ||
|
107 |
3,777 |
3,406 |
138 |
3,863 |
3,489 | ||
|
108 |
3,780 |
3,409 |
139 |
3,865 |
3,491 | ||
|
109 |
3,784 |
3,412 |
140 |
3,867 |
3,493 | ||
|
110 |
3,787 |
3,415 |
|
|
| ||
Приложение б
Критические значения критерия χq2
Таблица Б1 – Значение q-процентных точек χq2для распределения χ2
|
P(χ2 ≥ χq2) |
Число степеней свободы f | |||||||
|
4 |
6 |
8 |
10 |
12 |
14 |
16 |
18 | |
|
95,0 |
0,71 |
1,64 |
2,73 |
3,94 |
5,23 |
6,57 |
7,96 |
9,39 |
|
5,0 |
9,49 |
12,59 |
15,51 |
18,31 |
21,03 |
23,68 |
26,30 |
28,87 |
Приложение в
Значение коэффициентов Стьюдента tсn– 1 степенями свободы
Таблица В1 – Значение коэффициентов Стьюдента t
|
n – 1 |
P = 0,95 |
P = 0,99 |
n – 1 |
P = 0,95 |
P = 0,99 |
|
20 |
2,086 |
2,845 |
54 |
2,005 |
2,670 |
|
21 |
2,080 |
2,831 |
55 |
2,004 |
2,688 |
|
22 |
2,074 |
2,819 |
56 |
2,003 |
2,667 |
|
23 |
2,069 |
2,807 |
57 |
2,002 |
2,665 |
|
24 |
2,064 |
2,797 |
58 |
2,002 |
2,663 |
|
25 |
2,060 |
2,787 |
59 |
2,001 |
2,662 |
|
26 |
2,056 |
2,779 |
60 |
2,000 |
2,660 |
|
27 |
2,052 |
2,771 |
61 |
2,000 |
2,659 |
|
28 |
2,049 |
2,763 |
62 |
1,999 |
2,657 |
|
29 |
2,045 |
2,756 |
63 |
1,998 |
2,656 |
|
30 |
2,042 |
2,750 |
64 |
1,998 |
2,655 |
|
31 |
2,040 |
2,744 |
65 |
1,997 |
2,654 |
|
32 |
2,037 |
2,738 |
66 |
1,997 |
2,652 |
|
33 |
2,035 |
2,733 |
67 |
1,996 |
2,651 |
|
34 |
2,032 |
2,728 |
68 |
1,995 |
2,650 |
|
35 |
2,030 |
2,724 |
69 |
1,995 |
2,649 |
|
36 |
2,028 |
2,719 |
70 |
1,994 |
2,648 |
|
37 |
2,026 |
2,715 |
71 |
1,994 |
2,647 |
|
38 |
2,024 |
2,712 |
72 |
1,993 |
2,646 |
|
39 |
2,023 |
2,708 |
73 |
1,993 |
2,645 |
|
40 |
2,021 |
2,704 |
74 |
1,993 |
2,644 |
|
41 |
2,020 |
2,701 |
75 |
1,992 |
2,643 |
|
42 |
2,018 |
2,698 |
76 |
1,992 |
2,642 |
|
43 |
2,017 |
2,695 |
77 |
1,991 |
2,641 |
|
44 |
2,015 |
2,692 |
78 |
1,991 |
2,640 |
|
45 |
2,014 |
2,690 |
79 |
1,99 |
2,639 |
|
46 |
2,013 |
2,687 |
80 |
1,990 |
2,639 |
|
47 |
2,012 |
2,685 |
90 |
1,987 |
2,632 |
|
48 |
2,011 |
2,682 |
100 |
1,984 |
2,626 |
|
49 |
2,010 |
2,680 |
110 |
1,982 |
2,621 |
|
50 |
2,009 |
2,678 |
120 |
1,980 |
2,617 |
|
51 |
2,008 |
2,676 |
130 |
1,978 |
2,614 |
|
52 |
2,007 |
2,674 |
140 |
1,977 |
2,611 |
|
53 |
2,006 |
2,672 |
150 |
1,976 |
2,609 |