Статистика. Введение. Предмет и метод статистической науки История развития статистической науки
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ПРИЛОЖЕНИЕЗначение критерия Пирсона χ2 df(v)Уровень значимости αdf(v)Уровень значимости α0,100,050,010,100,050,0112,713,846,632129,6232,6738,9324,615,999,212230,8133,9240,2936,257,8111,342332,0135,1741,6447,789,4913,282433,2036,4242,9859,2411,0715,092534,3837,6544,31610,6412,5916,812635,5638,8945,64712,0214,0718,482736,7440,1146,96813,3615,5120,092837,9241,3448,28914,6816,9221,672939,0942,5649,591015,9918,3123,213040,2643,7750,891117,2819,6824,734051,8155,7663,691218,5521,0326,225063,1767,5076,151319,8122,3627,696074,4079,0888,381421,0623,6829,147085,5390,53100,431522,3125,0030,588096,58101,88112,331623,5426,3032,0090107,57113,15124,121724,7727,5933,41100118,50124,34135,811825,9928,8734,811927,2030,1436,192028,4131,4137,57
Значение t-критерия Стьюдента df(v)Уровень значимости αdf(v)Уровень значимости α0,100,050,010,100,050,0116,313712,706263,656181,73412,10092,878422,92004,30279,9250191,72912,09302,860932,35343,18245,8408201,72472,08602,845342,13182,77654,6041211,72072,07962,831452,01502,57064,0321221,71712,07392,818861,94322,44693,7074231,71392,06872,807371,89462,36463,4995241,71092,06392,797081,85952,30603,3554251,70812,05952,787491,83312,26223,2498261,70562,05552,7787101,81252,22813,1693271,70332,05182,7707111,79592,20103,1058281,70112,04842,7633121,78232,17883,0545291,69912,04522,7564131,77092,16043,0123301,69732,04232,7500141,76132,14482,9768401,68392,02112,7045151,75312,13152,9467601,67062,00032,6603161,74592,11992,92081201,65761,97992,6174171,73962,10982,8982∞1,64491,96002,5758
Значение F-критерия Фишера при уровне значимости 0,05 df2 (v2)df1 (v1)df2 (v2)12345678910111214162030∞11611992162252302342372392412422432442452462482502541218,5119,0019,1619,2519,3019,3319,3519,3719,3819,4019,4019,4119,4219,4319,4519,4619,502310,139,559,289,129,018,948,898,858,818,798,768,748,718,698,668,628,53347,716,946,596,396,266,166,096,046,005,965,945,915,875,845,805,755,63456,615,795,415,195,054,954,884,824,774,744,704,684,644,604,564,504,36565,995,144,764,534,394,284,214,154,104,064,034,003,963,923,873,813,67675,594,744,354,123,973,873,793,733,683,643,603,573,533,493,443,383,23785,324,464,073,843,693,583,503,443,393,353,313,283,243,203,153,082,93895,124,263,863,633,483,373,293,233,183,143,103,073,032,992,942,862,719104,964,103,713,483,333,223,143,073,022,982,942,912,862,832,772,702,5410114,843,983,593,363,203,093,012,952,902,852,822,792,742,702,652,572,4011124,753,893,493,263,113,002,912,852,802,752,722,692,642,602,542,472,3012134,673,813,413,183,032,922,832,772,712,672,632,602,552,512,462,382,2113144,603,743,343,112,962,852,762,702,652,602,572,532,482,442,392,312,1314154,543,683,293,062,902,792,712,642,592,542,512,482,422,382,332,252,0715164,493,633,243,012,852,742,662,592,542,492,462,422,372,332,282,192,0116 Примечание: df1 (v1) – î 襃褊裨 髜鮏û 蓁… 碚üé 蒻褞è; df2 (v2) – î 襃褊裨 髜鮏û 蓁… å犱é 蒻褞è. df2 (v2)df1 (v1)df2 (v2)12345678910111214162030∞174,453,593,202,962,812,702,612,552,492,452,412,382,332,292,232,151,9617184,413,553,162,932,772,662,582,512,462,412,372,342,292,252,192,111,9218194,383,523,132,902,742,632,542,482,422,382,342,312,262,212,162,071,8819204,353,493,102,872,712,602,512,452,392,352,312,282,222,182,122,041,8420214,323,473,072,842,682,572,492,422,372,322,282,252,202,162,102,011,8121224,303,443,052,822,662,552,462,402,342,302,262,232,172,132,071,981,7822234,283,423,032,802,642,532,442,372,322,272,242,202,152,112,051,961,7623244,263,403,012,782,622,512,422,362,302,252,222,182,132,092,031,941,7324254,243,392,992,762,602,492,402,342,282,242,202,162,112,072,011,921,7125264,233,372,982,742,592,472,392,322,272,222,182,152,092,051,991,901,6926274,213,352,962,732,572,462,372,312,252,202,172,132,082,041,971,881,6727284,203,342,952,712,562,452,362,292,242,192,152,122,062,021,961,871,6528294,183,332,932,702,552,432,352,282,222,182,142,102,052,011,941,851,6429304,173,322,922,692,532,422,332,272,212,162,132,092,041,991,931,841,6230404,083,232,842,612,452,342,252,182,122,082,042,001,951,901,841,741,5140504,033,182,792,562,402,292,202,132,072,031,991,951,891,851,781,691,4450604,003,152,762,532,372,252,172,102,041,991,951,921,861,821,751,651,39601003,943,092,702,462,312,192,102,031,971,931,891,851,791,751,681,571,28100∞3,842,992,602,372,212,092,011,941,881,831,791,751,691,641,571,461,00∞ |