StatTab.pdf - Karpíšek, Z. - Ústav matematiky FSI VUT v Brně - 2004 STATISTICKÉ TABULKY 1. Hodnoty distribuční funkce <£((/) normovaného normálního rozdělení N(0;1) u 0 123456789 0,0 0,50000 50399 50798 51197 51596 51994 52392 52791 53188 53586 0,1 53983 54380 54776 55172 55567 55962 56356 56750 57143 57535 0,2 57926 58317 58707 59096 59484 59871 60257 60642 61026 61409 0,3 61791 62172 62552 62930 63307 63683 64058 64431 64803 65173 0,4 65542 65910 66276 66640 67003 67365 67724 68082 68439 68793 0,5 69146 69498 69847 70195 70540 70884 71226 71566 71904 72241 0,6 72575 72907 73237 73565 73892 74216 74537 74857 75175 75490 0,7 75804 76115 76424 76731 77035 77337 77637 77935 78231 78524 0,8 78815 79103 79389 79673 79955 80234 80511 80785 81057 81327 0,9 81594 81859 82121 82382 82639 82894 83147 83398 83646 83891 1,0 84135 84375 84614 84850 85083 85314 85543 85769 85993 86214 1,1 86433 86650 86864 87076 87286 87493 87698 87900 88100 88298 1,2 88493 88686 88877 89065 89251 89435 89617 89796 89973 90147 1,3 90320 90490 90658 90824 90988 91149 91309 91466 91621 91774 1,4 91924 92073 92220 92364 92507 92647 92786 92922 93056 93189 1,5 93319 93448 93574 93699 93822 93943 94062 94179 94295 94408 1,6 94520 94630 94738 94845 94950 95053 95154 95254 95352 95449 1,7 95543 95637 95728 95819 95907 95994 96080 96164 96246 96327 1,8 96407 96485 96562 96638 96712 96784 96856 96926 96995 97062 1,9 97128 97193 97257 97320 97381 97441 97500 97558 97615 97670 2,0 97725 97778 97831 97882 97932 97982 98030 98077 98124 98169 2,1 98214 98257 98300 98341 98382 98422 98461 98500 98537 98574 2,2 98610 98645 98679 98713 98745 98778 98809 98840 98870 98899 2,3 98928 98956 98983 99010 99036 99061 99086 99111 99134 99158 2,4 99180 99202 99224 99245 99266 99286 99305 99324 99343 99361 2,5 99379 99396 99413 99430 99446 99461 99477 99492 99506 99520 2,6 99534 99547 99560 99573 99585 99598 99609 99621 99632 99643 2,7 99653 99664 99674 99683 99693 99702 99711 99720 99728 99736 2,8 99744 99752 99760 99767 99774 99781 99788 99795 99801 99807 2,9 99813 99819 99825 99831 99836 99841 99846 99851 99856 99861 3,0 99865 99869 99874 99878 99882 99886 99889 99893 99896 99900 3,1 99903 99906 99910 99913 99916 99918 99921 99924 99926 99929 3,2 99931 99934 99936 99938 99940 99942 99944 99946 99948 99950 3,3 99952 99953 99955 99957 99958 99960 99961 99962 99964 99965 3,4 99966 99968 99969 99970 99971 99972 99973 99974 99975 99976 3,5 99977 99978 99978 99979 99980 99981 99981 99982 99983 99983 3,6 99984 99985 99985 99986 99986 99987 99987 99988 99988 99989 3,7 99989 99990 99990 99990 99991 99991 99992 99992 99992 99992 3,8 99993 99993 99993 99994 99994 99994 99994 99995 99995 99995 3,9 99995 99995 99996 99996 99996 99996 99996 99996 99997 99997 |4,0P| 99997 |4,1p| 99998 | 4,20 | 99999 | 4,30 | 99999 | 4,40 | 99999 | 4,50 | 99999 Poznámka: 0(-u) = 1 -0(u); u0j95~ 1,645; u0j975 ~ 1,960; u0j99~ 2,326; u0j995 ~ 2,576 . 1/8 StatTab.pdf - Karpíšek, Z. - Ústav matematiky FSI VUT v Brně - 2004 2. Kvantily tp Studentova rozdělení S(k) 0,95 0,975 0,99 0,995 0,999 0,9995 1 6,314 12,706 31,821 63,656 318,289 636,578 2 2,920 4,303 6,965 9,925 22,328 31,600 3 2,353 3,182 4,541 5,841 10,214 12,924 4 2,132 2,776 3,747 4,604 7,173 8,610 5 2,015 2,571 3,365 4,032 5,894 6,869 6 1,943 2,447 3,143 3,707 5,208 5,959 7 1,895 2,365 2,998 3,499 4,785 5,408 8 1,860 2,306 2,896 3,355 4,501 5,041 9 1,833 2,262 2,821 3,250 4,297 4,781 10 1,812 2,228 2,764 3,169 4,144 4,587 11 1,796 2,201 2,718 3,106 4,025 4,437 12 1,782 2,179 2,681 3,055 3,930 4,318 13 1,771 2,160 2,650 3,012 3,852 4,221 14 1,761 2,145 2,624 2,977 3,787 4,140 15 1,753 2,131 2,602 2,947 3,733 4,073 16 1,746 2,120 2,583 2,921 3,686 4,015 17 1,740 2,110 2,567 2,898 3,646 3,965 18 1,734 2,101 2,552 2,878 3,610 3,922 19 1,729 2,093 2,539 2,861 3,579 3,883 20 1,725 2,086 2,528 2,845 3,552 3,850 21 1,721 2,080 2,518 2,831 3,527 3,819 22 1,717 2,074 2,508 2,819 3,505 3,792 23 1,714 2,069 2,500 2,807 3,485 3,768 24 1,711 2,064 2,492 2,797 3,467 3,745 25 1,708 2,060 2,485 2,787 3,450 3,725 26 1,706 2,056 2,479 2,779 3,435 3,707 27 1,703 2,052 2,473 2,771 3,421 3,689 28 1,701 2,048 2,467 2,763 3,408 3,674 29 1,699 2,045 2,462 2,756 3,396 3,660 30 1,697 2,042 2,457 2,750 3,385 3,646 35 1,690 2,030 2,438 2,724 3,340 3,591 40 1,684 2,021 2,423 2,704 3,307 3,551 45 1,679 2,014 2,412 2,690 3,281 3,520 50 1,676 2,009 2,403 2,678 3,261 3,496 60 1,671 2,000 2,390 2,660 3,232 3,460 70 1,667 1,994 2,381 2,648 3,211 3,435 80 1,664 1,990 2,374 2,639 3,195 3,416 90 1,662 1,987 2,368 2,632 3,183 3,402 100 1,660 1,984 2,364 2,626 3,174 3,390 120 1,658 1,980 2,358 2,617 3,160 3,373 140 1,656 1,977 2,353 2,611 3,149 3,361 160 1,654 1,975 2,350 2,607 3,142 3,352 180 1,653 1,973 2,347 2,603 3,136 3,345 200 1,653 1,972 2,345 2,601 3,131 3,340 300 1,650 1,968 2,339 2,592 3,118 3,323 500 1,648 1,965 2,334 2,586 3,107 3,310 1000 1,646 1,962 2,330 2,581 3,098 3,300 GO 1,645 1,960 2,326 2,576 3,090 3,290 Poznámka: Pro 0 < P < 0,5 použijeme vztah tp = —h-p. 2/8 StatTab.pdf - Karpíšek, Z. - Ústav matematiky FSI VUT v Brně - 2004 3. Kvantily %)> Pearsonova rozdělení %2(k) k ^\ 0,005 0,01 0,025 0,05 0,95 0,975 0,99 0,995 1 0,000 0,000 0,001 0,004 3,841 5,024 6,635 7,879 2 0,010 0,020 0,051 0,103 5,991 7,378 9,210 10,597 3 0,072 0,115 0,216 0,352 7,815 9,348 11,345 12,838 4 0,207 0,297 0,484 0,711 9,488 11,143 13,277 14,860 5 0,412 0,554 0,831 1,145 11,070 12,832 15,086 16,750 6 0,676 0,872 1,237 1,635 12,592 14,449 16,812 18,548 7 0,989 1,239 1,690 2,167 14,067 16,013 18,475 20,278 8 1,344 1,647 2,180 2,733 15,507 17,535 20,090 21,955 9 1,735 2,088 2,700 3,325 16,919 19,023 21,666 23,589 10 2,156 2,558 3,247 3,940 18,307 20,483 23,209 25,188 11 2,603 3,053 3,816 4,575 19,675 21,920 24,725 26,757 12 3,074 3,571 4,404 5,226 21,026 23,337 26,217 28,300 13 3,565 4,107 5,009 5,892 22,362 24,736 27,688 29,819 14 4,075 4,660 5,629 6,571 23,685 26,119 29,141 31,319 15 4,601 5,229 6,262 7,261 24,996 27,488 30,578 32,801 16 5,142 5,812 6,908 7,962 26,296 28,845 32,000 34,267 17 5,697 6,408 7,564 8,672 27,587 30,191 33,409 35,718 18 6,265 7,015 8,231 9,390 28,869 31,526 34,805 37,156 19 6,844 7,633 8,907 10,117 30,144 32,852 36,191 38,582 20 7,434 8,260 9,591 10,851 31,410 34,170 37,566 39,997 21 8,034 8,897 10,283 11,591 32,671 35,479 38,932 41,401 22 8,643 9,542 10,982 12,338 33,924 36,781 40,289 42,796 23 9,260 10,196 11,689 13,091 35,172 38,076 41,638 44,181 24 9,886 10,856 12,401 13,848 36,415 39,364 42,980 45,558 25 10,520 11,524 13,120 14,611 37,652 40,646 44,314 46,928 26 11,160 12,198 13,844 15,379 38,885 41,923 45,642 48,290 27 11,808 12,878 14,573 16,151 40,113 43,195 46,963 49,645 28 12,461 13,565 15,308 16,928 41,337 44,461 48,278 50,994 29 13,121 14,256 16,047 17,708 42,557 45,722 49,588 52,335 30 13,787 14,953 16,791 18,493 43,773 46,979 50,892 53,672 31 14,458 15,655 17,539 19,281 44,985 48,232 52,191 55,002 32 15,134 16,362 18,291 20,072 46,194 49,480 53,486 56,328 33 15,815 17,073 19,047 20,867 47,400 50,725 54,775 57,648 34 16,501 17,789 19,806 21,664 48,602 51,966 56,061 58,964 35 17,192 18,509 20,569 22,465 49,802 53,203 57,342 60,275 36 17,887 19,233 21,336 23,269 50,998 54,437 58,619 61,581 37 18,586 19,960 22,106 24,075 52,192 55,668 59,893 62,883 38 19,289 20,691 22,878 24,884 53,384 56,895 61,162 64,181 39 19,996 21,426 23,654 25,695 54,572 58,120 62,428 65,475 40 20,707 22,164 24,433 26,509 55,758 59,342 63,691 66,766 41 21,421 22,906 25,215 27,326 56,942 60,561 64,950 68,053 42 22,138 23,650 25,999 28,144 58,124 61,777 66,206 69,336 43 22,860 24,398 26,785 28,965 59,304 62,990 67,459 70,616 44 23,584 25,148 27,575 29,787 60,481 64,201 68,710 71,892 45 24,311 25,901 28,366 30,612 61,656 65,410 69,957 73,166 3/8 StatTab.pdf - Karpíšek, Z. - Ústav matematiky FSI VUT v Brně - 2004 3. Kvantily %)> Pearsonova rozdělení %2(k) (pokračování) 0,005 0,01 0,025 0,05 0,95 0,975 0,99 0,995 46 25,041 26,657 29,160 31,439 62,830 66,616 71,201 74,437 47 25,775 27,416 29,956 32,268 64,001 67,821 72,443 75,704 48 26,511 28,177 30,754 33,098 65,171 69,023 73,683 76,969 49 27,249 28,941 31,555 33,930 66,339 70,222 74,919 78,231 50 27,991 29,707 32,357 34,764 67,505 71,420 76,154 79,490 51 28,735 30,475 33,162 35,600 68,669 72,616 77,386 80,746 52 29,481 31,246 33,968 36,437 69,832 73,810 78,616 82,001 53 30,230 32,019 34,776 37,276 70,993 75,002 79,843 83,253 54 30,981 32,793 35,586 38,116 72,153 76,192 81,069 84,502 55 31,735 33,571 36,398 38,958 73,311 77,380 82,292 85,749 56 32,491 34,350 37,212 39,801 74,468 78,567 83,514 86,994 57 33,248 35,131 38,027 40,646 75,624 79,752 84,733 88,237 58 34,008 35,914 38,844 41,492 76,778 80,936 85,950 89,477 59 34,770 36,698 39,662 42,339 77,930 82,117 87,166 90,715 60 35,534 37,485 40,482 43,188 79,082 83,298 88,379 91,952 61 36,300 38,273 41,303 44,038 80,232 84,476 89,591 93,186 62 37,068 39,063 42,126 44,889 81,381 85,654 90,802 94,419 63 37,838 39,855 42,950 45,741 82,529 86,830 92,010 95,649 64 38,610 40,649 43,776 46,595 83,675 88,004 93,217 96,878 65 39,383 41,444 44,603 47,450 84,821 89,177 94,422 98,105 66 40,158 42,240 45,431 48,305 85,965 90,349 95,626 99,330 67 40,935 43,038 46,261 49,162 87,108 91,519 96,828 100,554 68 41,714 43,838 47,092 50,020 88,250 92,688 98,028 101,776 69 42,493 44,639 47,924 50,879 89,391 93,856 99,227 102,996 70 43,275 45,442 48,758 51,739 90,531 95,023 100,425 104,215 71 44,058 46,246 49,592 52,600 91,670 96,189 101,621 105,432 72 44,843 47,051 50,428 53,462 92,808 97,353 102,816 106,647 73 45,629 47,858 51,265 54,325 93,945 98,516 104,010 107,862 74 46,417 48,666 52,103 55,189 95,081 99,678 105,202 109,074 75 47,206 49,475 52,942 56,054 96,217 100,839 106,393 110,285 80 51,172 53,540 57,153 60,391 101,879 106,629 112,329 116,321 85 55,170 57,634 61,389 64,749 107,522 112,393 118,236 122,324 90 59,196 61,754 65,647 69,126 113,145 118,136 124,116 128,299 95 63,250 65,898 69,925 73,520 118,752 123,858 129,973 134,247 100 67,328 70,065 74,222 77,929 124,342 129,561 135,807 140,170 110 75,550 78,458 82,867 86,792 135,480 140,916 147,414 151,948 120 83,852 86,923 91,573 95,705 146,567 152,211 158,950 163,648 130 92,223 95,451 100,331 104,662 157,610 163,453 170,423 175,278 150 109,142 112,668 117,985 122,692 179,581 185,800 193,207 198,360 200 152,241 156,432 162,728 168,279 233,994 241,058 249,445 255,264 500 422,303 429,387 439,936 449,147 553,127 563,851 576,493 585,206 1000 888,563 898,912 914,257 927,594 1074,68 1089,53 1106,97 1118,95 4/8 StatTab.pdf - Karpíšek, Z. - Ústav matematiky FSI VUT v Brně - 2004 4. Kvantily Fp Fisherova - Snedecorova rozdělení F(/ci,/c2) pro P = 0,975 1 2 3 4 5 6 7 8 9 10 1 647,793 799,482 864,151 899,599 921,835 937,114 948,203 956,643 963,279 968,634 2 38,506 39,000 39,166 39,248 39,298 39,331 39,356 39,373 39,387 39,398 3 17,443 16,044 15,439 15,101 14,885 14,735 14,624 14,540 14,473 14,419 4 12,218 10,649 9,979 9,604 9,364 9,197 9,074 8,980 8,905 8,844 5 10,007 8,434 7,764 7,388 7,146 6,978 6,853 6,757 6,681 6,619 6 8,813 7,260 6,599 6,227 5,988 5,820 5,695 5,600 5,523 5,461 7 8,073 6,542 5,890 5,523 5,285 5,119 4,995 4,899 4,823 4,761 8 7,571 6,059 5,416 5,053 4,817 4,652 4,529 4,433 4,357 4,295 9 7,209 5,715 5,078 4,718 4,484 4,320 4,197 4,102 4,026 3,964 10 6,937 5,456 4,826 4,468 4,236 4,072 3,950 3,855 3,779 3,717 11 6,724 5,256 4,630 4,275 4,044 3,881 3,759 3,664 3,588 3,526 12 6,554 5,096 4,474 4,121 3,891 3,728 3,607 3,512 3,436 3,374 13 6,414 4,965 4,347 3,996 3,767 3,604 3,483 3,388 3,312 3,250 14 6,298 4,857 4,242 3,892 3,663 3,501 3,380 3,285 3,209 3,147 15 6,200 4,765 4,153 3,804 3,576 3,415 3,293 3,199 3,123 3,060 16 6,115 4,687 4,077 3,729 3,502 3,341 3,219 3,125 3,049 2,986 17 6,042 4,619 4,011 3,665 3,438 3,277 3,156 3,061 2,985 2,922 18 5,978 4,560 3,954 3,608 3,382 3,221 3,100 3,005 2,929 2,866 19 5,922 4,508 3,903 3,559 3,333 3,172 3,051 2,956 2,880 2,817 20 5,871 4,461 3,859 3,515 3,289 3,128 3,007 2,913 2,837 2,774 21 5,827 4,420 3,819 3,475 3,250 3,090 2,969 2,874 2,798 2,735 22 5,786 4,383 3,783 3,440 3,215 3,055 2,934 2,839 2,763 2,700 23 5,750 4,349 3,750 3,408 3,183 3,023 2,902 2,808 2,731 2,668 24 5,717 4,319 3,721 3,379 3,155 2,995 2,874 2,779 2,703 2,640 25 5,686 4,291 3,694 3,353 3,129 2,969 2,848 2,753 2,677 2,613 26 5,659 4,265 3,670 3,329 3,105 2,945 2,824 2,729 2,653 2,590 27 5,633 4,242 3,647 3,307 3,083 2,923 2,802 2,707 2,631 2,568 28 5,610 4,221 3,626 3,286 3,063 2,903 2,782 2,687 2,611 2,547 29 5,588 4,201 3,607 3,267 3,044 2,884 2,763 2,669 2,592 2,529 30 5,568 4,182 3,589 3,250 3,026 2,867 2,746 2,651 2,575 2,511 35 5,485 4,106 3,517 3,179 2,956 2,796 2,676 2,581 2,504 2,440 40 5,424 4,051 3,463 3,126 2,904 2,744 2,624 2,529 2,452 2,388 45 5,377 4,009 3,422 3,086 2,864 2,705 2,584 2,489 2,412 2,348 50 5,340 3,975 3,390 3,054 2,833 2,674 2,553 2,458 2,381 2,317 55 5,310 3,948 3,364 3,029 2,807 2,648 2,528 2,433 2,355 2,291 60 5,286 3,925 3,343 3,008 2,786 2,627 2,507 2,412 2,334 2,270 70 5,247 3,890 3,309 2,975 2,754 2,595 2,474 2,379 2,302 2,237 80 5,218 3,864 3,284 2,950 2,730 2,571 2,450 2,355 2,277 2,213 90 5,196 3,844 3,265 2,932 2,711 2,552 2,432 2,336 2,259 2,194 100 5,179 3,828 3,250 2,917 2,696 2,537 2,417 2,321 2,244 2,179 120 5,152 3,805 3,227 2,894 2,674 2,515 2,395 2,299 2,222 2,157 150 5,126 3,781 3,204 2,872 2,652 2,494 2,373 2,278 2,200 2,135 250 5,085 3,744 3,169 2,837 2,618 2,459 2,338 2,243 2,165 2,100 500 5,054 3,716 3,142 2,811 2,592 2,434 2,313 2,217 2,139 2,074 GO 5,024 3,689 3,116 2,786 2,566 2,408 2,288 2,192 2,114 2,048 5/8 StatTab.pdf - Karpíšek, Z. - Ústav matematiky FSI VUT v Brně - 2004 4. Kvantily Fp Fisherova - Snedecorova rozdělení F(/ci,/c2) pro P = 0,975 (pokračování) 12 15 20 24 30 40 60 100 250 GO 1 976,725 984,874 993,081 997,272 1001,40 1005,60 1009,79 1013,16 1016,22 1018,26 2 39,415 39,431 39,448 39,457 39,465 39,473 39,481 39,488 39,494 39,498 3 14,337 14,253 14,167 14,124 14,081 14,036 13,992 13,956 13,924 13,902 4 8,751 8,657 8,560 8,511 8,461 8,411 8,360 8,319 8,282 8,257 5 6,525 6,428 6,329 6,278 6,227 6,175 6,123 6,080 6,041 6,015 6 5,366 5,269 5,168 5,117 5,065 5,012 4,959 4,915 4,876 4,849 7 4,666 4,568 4,467 4,415 4,362 4,309 4,254 4,210 4,170 4,142 8 4,200 4,101 3,999 3,947 3,894 3,840 3,784 3,739 3,698 3,670 9 3,868 3,769 3,667 3,614 3,560 3,505 3,449 3,403 3,361 3,333 10 3,621 3,522 3,419 3,365 3,311 3,255 3,198 3,152 3,109 3,080 11 3,430 3,330 3,226 3,173 3,118 3,061 3,004 2,956 2,912 2,883 12 3,277 3,177 3,073 3,019 2,963 2,906 2,848 2,800 2,755 2,725 13 3,153 3,053 2,948 2,893 2,837 2,780 2,720 2,671 2,626 2,595 14 3,050 2,949 2,844 2,789 2,732 2,674 2,614 2,565 2,519 2,487 15 2,963 2,862 2,756 2,701 2,644 2,585 2,524 2,474 2,427 2,395 16 2,889 2,788 2,681 2,625 2,568 2,509 2,447 2,396 2,349 2,316 17 2,825 2,723 2,616 2,560 2,502 2,442 2,380 2,329 2,280 2,247 18 2,769 2,667 2,559 2,503 2,445 2,384 2,321 2,269 2,220 2,187 19 2,720 2,617 2,509 2,452 2,394 2,333 2,270 2,217 2,167 2,133 20 2,676 2,573 2,464 2,408 2,349 2,287 2,223 2,170 2,120 2,085 21 2,637 2,534 2,425 2,368 2,308 2,246 2,182 2,128 2,077 2,042 22 2,602 2,498 2,389 2,332 2,272 2,210 2,145 2,090 2,039 2,003 23 2,570 2,466 2,357 2,299 2,239 2,176 2,111 2,056 2,004 1,968 24 2,541 2,437 2,327 2,269 2,209 2,146 2,080 2,024 1,972 1,935 25 2,515 2,411 2,300 2,242 2,182 2,118 2,052 1,996 1,942 1,906 26 2,491 2,387 2,276 2,217 2,157 2,093 2,026 1,969 1,915 1,878 27 2,469 2,364 2,253 2,195 2,133 2,069 2,002 1,945 1,891 1,853 28 2,448 2,344 2,232 2,174 2,112 2,048 1,980 1,922 1,867 1,829 29 2,430 2,325 2,213 2,154 2,092 2,028 1,959 1,901 1,846 1,807 30 2,412 2,307 2,195 2,136 2,074 2,009 1,940 1,882 1,826 1,787 35 2,341 2,235 2,122 2,062 1,999 1,932 1,861 1,801 1,743 1,702 40 2,288 2,182 2,068 2,007 1,943 1,875 1,803 1,741 1,680 1,637 45 2,248 2,141 2,026 1,965 1,900 1,831 1,757 1,694 1,631 1,586 50 2,216 2,109 1,993 1,931 1,866 1,796 1,721 1,656 1,592 1,545 55 2,190 2,083 1,967 1,904 1,838 1,768 1,692 1,625 1,559 1,511 60 2,169 2,061 1,944 1,882 1,815 1,744 1,667 1,599 1,532 1,482 70 2,136 2,028 1,910 1,847 1,779 1,707 1,628 1,558 1,488 1,436 80 2,111 2,003 1,884 1,820 1,752 1,679 1,599 1,527 1,455 1,400 90 2,092 1,983 1,864 1,800 1,731 1,657 1,576 1,503 1,428 1,371 100 2,077 1,968 1,849 1,784 1,715 1,640 1,558 1,483 1,407 1,347 120 2,055 1,945 1,825 1,760 1,690 1,614 1,530 1,454 1,374 1,310 150 2,032 1,922 1,801 1,736 1,665 1,588 1,502 1,423 1,340 1,271 250 1,997 1,886 1,764 1,697 1,625 1,546 1,457 1,374 1,282 1,201 500 1,971 1,859 1,736 1,669 1,596 1,515 1,423 1,336 1,235 1,137 GO 1,945 1,833 1,708 1,640 1,566 1,484 1,388 1,296 1,183 1,000 6/8 StatTab.pdf - Karpíšek, Z. - Ústav matematiky FSI VUT v Brně - 2004 4. Kvantily Fp Fisherova - Snedecorova rozdělení F(/ci,/c2) pro P = 0,995 X*1 1 2 3 4 5 6 7 8 9 10 1 16212,5 19997,4 21614,1 22500,8 23055,8 23439,5 23715,2 23923,8 24091,5 24221,8 2 198,503 199,012 199,158 199,245 199,303 199,332 199,361 199,376 199,390 199,390 3 55,552 49,800 47,468 46,195 45,391 44,838 44,434 44,125 43,881 43,685 4 31,332 26,284 24,260 23,154 22,456 21,975 21,622 21,352 21,138 20,967 5 22,785 18,314 16,530 15,556 14,939 14,513 14,200 13,961 13,772 13,618 6 18,635 14,544 12,917 12,028 11,464 11,073 10,786 10,566 10,391 10,250 7 16,235 12,404 10,883 10,050 9,522 9,155 8,885 8,678 8,514 8,380 8 14,688 11,043 9,597 8,805 8,302 7,952 7,694 7,496 7,339 7,211 9 13,614 10,107 8,717 7,956 7,471 7,134 6,885 6,693 6,541 6,417 10 12,827 9,427 8,081 7,343 6,872 6,545 6,303 6,116 5,968 5,847 11 12,226 8,912 7,600 6,881 6,422 6,102 5,865 5,682 5,537 5,418 12 11,754 8,510 7,226 6,521 6,071 5,757 5,524 5,345 5,202 5,085 13 11,374 8,186 6,926 6,233 5,791 5,482 5,253 5,076 4,935 4,820 14 11,060 7,922 6,680 5,998 5,562 5,257 5,031 4,857 4,717 4,603 15 10,798 7,701 6,476 5,803 5,372 5,071 4,847 4,674 4,536 4,424 16 10,576 7,514 6,303 5,638 5,212 4,913 4,692 4,521 4,384 4,272 17 10,384 7,354 6,156 5,497 5,075 4,779 4,559 4,389 4,254 4,142 18 10,218 7,215 6,028 5,375 4,956 4,663 4,445 4,276 4,141 4,030 19 10,073 7,093 5,916 5,268 4,853 4,561 4,345 4,177 4,043 3,933 20 9,944 6,987 5,818 5,174 4,762 4,472 4,257 4,090 3,956 3,847 21 9,829 6,891 5,730 5,091 4,681 4,393 4,179 4,013 3,880 3,771 22 9,727 6,806 5,652 5,017 4,609 4,322 4,109 3,944 3,812 3,703 23 9,635 6,730 5,582 4,950 4,544 4,259 4,047 3,882 3,750 3,642 24 9,551 6,661 5,519 4,890 4,486 4,202 3,991 3,826 3,695 3,587 25 9,475 6,598 5,462 4,835 4,433 4,150 3,939 3,776 3,645 3,537 26 9,406 6,541 5,409 4,785 4,384 4,103 3,893 3,730 3,599 3,492 27 9,342 6,489 5,361 4,740 4,340 4,059 3,850 3,687 3,557 3,450 28 9,284 6,440 5,317 4,698 4,300 4,020 3,811 3,649 3,519 3,412 29 9,230 6,396 5,276 4,659 4,262 3,983 3,775 3,613 3,483 3,376 30 9,180 6,355 5,239 4,623 4,228 3,949 3,742 3,580 3,451 3,344 35 8,976 6,188 5,086 4,479 4,088 3,812 3,607 3,447 3,318 3,212 40 8,828 6,066 4,976 4,374 3,986 3,713 3,509 3,350 3,222 3,117 45 8,715 5,974 4,892 4,294 3,909 3,638 3,435 3,276 3,149 3,044 50 8,626 5,902 4,826 4,232 3,849 3,579 3,376 3,219 3,092 2,988 55 8,554 5,843 4,773 4,181 3,800 3,531 3,330 3,173 3,046 2,942 60 8,495 5,795 4,729 4,140 3,760 3,492 3,291 3,134 3,008 2,904 70 8,403 5,720 4,661 4,076 3,698 3,431 3,232 3,076 2,950 2,846 80 8,335 5,665 4,611 4,028 3,652 3,387 3,188 3,032 2,907 2,803 90 8,282 5,623 4,573 3,992 3,617 3,352 3,154 2,999 2,873 2,770 100 8,241 5,589 4,542 3,963 3,589 3,325 3,127 2,972 2,847 2,744 120 8,179 5,539 4,497 3,921 3,548 3,285 3,087 2,933 2,808 2,705 150 8,118 5,490 4,453 3,878 3,508 3,245 3,048 2,894 2,770 2,667 250 8,021 5,412 4,382 3,812 3,444 3,183 2,987 2,833 2,709 2,607 500 7,950 5,355 4,330 3,763 3,396 3,137 2,941 2,789 2,665 2,562 GO 7,879 5,298 4,279 3,715 3,350 3,091 2,897 2,744 2,621 2,519 7/8 StatTab.pdf - Karpíšek, Z. - Ústav matematiky FSI VUT v Brně - 2004 4. Kvantily Fp Fisherova - Snedecorova rozdělení F(/ci,/c2) pro P = 0,995 (pokračování) 12 15 20 24 30 40 60 100 250 GO 1 24426,7 24631,6 24836,5 24937,1 25041,4 25145,7 25253,7 25339,4 25413,9 25466,1 2 199,419 199,434 199,449 199,449 199,478 199,478 199,478 199,478 199,507 199,507 3 43,387 43,085 42,779 42,623 42,466 42,310 42,150 42,022 41,906 41,829 4 20,705 20,438 20,167 20,030 19,892 19,751 19,611 19,497 19,394 19,325 5 13,385 13,146 12,903 12,780 12,656 12,530 12,402 12,300 12,206 12,144 6 10,034 9,814 9,589 9,474 9,358 9,241 9,122 9,026 8,938 8,879 7 8,176 7,968 7,754 7,645 7,534 7,422 7,309 7,217 7,132 7,076 8 7,015 6,814 6,608 6,503 6,396 6,288 6,177 6,087 6,006 5,951 9 6,227 6,032 5,832 5,729 5,625 5,519 5,410 5,322 5,242 5,188 10 5,661 5,471 5,274 5,173 5,071 4,966 4,859 4,772 4,692 4,639 11 5,236 5,049 4,855 4,756 4,654 4,551 4,445 4,359 4,279 4,226 12 4,906 4,721 4,530 4,431 4,331 4,228 4,123 4,037 3,958 3,904 13 4,643 4,460 4,270 4,173 4,073 3,970 3,866 3,780 3,700 3,647 14 4,428 4,247 4,059 3,961 3,862 3,760 3,655 3,569 3,490 3,436 15 4,250 4,070 3,883 3,786 3,687 3,585 3,480 3,394 3,314 3,260 16 4,099 3,920 3,734 3,638 3,539 3,437 3,332 3,246 3,166 3,111 17 3,971 3,793 3,607 3,511 3,412 3,311 3,206 3,119 3,039 2,984 18 3,860 3,683 3,498 3,402 3,303 3,201 3,096 3,009 2,929 2,873 19 3,763 3,587 3,402 3,306 3,208 3,106 3,000 2,913 2,832 2,776 20 3,678 3,502 3,318 3,222 3,123 3,022 2,916 2,828 2,747 2,690 21 3,602 3,427 3,243 3,147 3,049 2,947 2,841 2,753 2,671 2,614 22 3,535 3,360 3,176 3,081 2,982 2,880 2,774 2,685 2,602 2,546 23 3,474 3,300 3,116 3,021 2,922 2,820 2,713 2,624 2,541 2,484 24 3,420 3,246 3,062 2,967 2,868 2,765 2,658 2,569 2,486 2,428 25 3,370 3,196 3,013 2,918 2,819 2,716 2,609 2,519 2,435 2,377 26 3,325 3,151 2,968 2,873 2,774 2,671 2,563 2,473 2,389 2,330 27 3,284 3,110 2,927 2,832 2,733 2,630 2,522 2,431 2,346 2,287 28 3,246 3,073 2,890 2,794 2,695 2,592 2,483 2,392 2,307 2,247 29 3,211 3,038 2,855 2,759 2,660 2,557 2,448 2,357 2,270 2,210 30 3,179 3,006 2,823 2,727 2,628 2,524 2,415 2,323 2,237 2,176 35 3,048 2,876 2,693 2,597 2,497 2,392 2,282 2,188 2,099 2,036 40 2,953 2,781 2,598 2,502 2,401 2,296 2,184 2,088 1,997 1,932 45 2,881 2,709 2,527 2,430 2,329 2,222 2,109 2,012 1,918 1,851 50 2,825 2,653 2,470 2,373 2,272 2,164 2,050 1,951 1,855 1,786 55 2,779 2,608 2,425 2,327 2,226 2,118 2,002 1,902 1,804 1,733 60 2,742 2,570 2,387 2,290 2,187 2,079 1,962 1,861 1,761 1,689 70 2,684 2,513 2,329 2,231 2,128 2,019 1,900 1,797 1,694 1,618 80 2,641 2,470 2,286 2,188 2,084 1,974 1,854 1,748 1,643 1,563 90 2,608 2,437 2,253 2,155 2,051 1,939 1,818 1,711 1,602 1,520 100 2,583 2,411 2,227 2,128 2,024 1,912 1,790 1,681 1,570 1,485 120 2,544 2,373 2,188 2,089 1,984 1,871 1,747 1,636 1,521 1,431 150 2,506 2,335 2,150 2,050 1,944 1,830 1,704 1,590 1,471 1,374 250 2,446 2,275 2,089 1,989 1,882 1,765 1,636 1,516 1,387 1,274 500 2,402 2,230 2,044 1,943 1,835 1,717 1,584 1,460 1,319 1,184 GO 2,358 2,187 2,000 1,898 1,789 1,669 1,533 1,402 1,245 1,000 8/8