统计分布临界值表

1、统计分布临界值表附录TOC o 1-5 h z附表一：随机数表2附表二：标准正态分布表3附表三：t分布临界值表4附表四：x2分布临界值表5附表五：F分布临界值表（a=0.05）7附表六：单样本K-S检验统计量表9附表七：符号检验界域表10附表八：游程检验临界值表11附表九：相关系数临界值表12附表十：Spearman等级相关系数临界值表13附表十一：Kendall等级相关系数临界值表14附表十二：控制图系数表15附表一：随机数表92459468070074298068057159101990616882131758136813723：56357038110482453455887553(367

2、83050027176135852406406：888221179628561270919301364034788901730466544633299815272846142740433686512837：2959647534898059517089816719048169394887455737687405201513127898627330631949i16510954063907831468435776：8331694852731597612305010Oi19962863269985514146283419；66852523923211575977807239(841613702079

3、6943571773417158837309608427238937279269!12971626718715180924084132：附表二：标准正态分布表-3-2P(Zz)=D(z(zz0,000.010.020.030,0050000.5040050800.5120*040.5398054380.54780.5517020.57930.58320.587105910030,61790.62170.62550.62930.4065540.6591066280.66640.50.69150.69500.69850.701906072570.72910732407357070.75800.76

4、1107642()76730.8078810.7910079390.7967nqflR1SO0(10ER附表三：t分布临界值表附表四：x分布临界值表0自由度屜9950.9901CL00003930,000157120.01002510.020100730.07172120.11483240,2069900.29711050.4117400.55430060,6757270,87208570.989265L23904381,3444191.64648291.7349262.087912102.155852.55821112.603213.05347123.073823.57056133.5650

5、34.10691144.074684.66043154.600945.22935165,142245.81221175.697246.40776186.264817.01491196.843987.63273207.43386&26040自由度自由度.100.050自由度自由度.100.050123456789101112131415161718192021222.705544.6051725139779449.2363510.644612.017013.361614.683715.987117.27501&549419.81192L064222.307223.541824.769025,98

6、9427,20362&412029.615130.81333,841465.99147814739.487730705591614,067115.507316.9190307019.675121.026122,362123.684824.995826.296227.58712&869330.14353h410432.670533.9244附表五：F分布临界值表（a=0.05）厂、1234116L4199.521572246218.5119.0019J61925310.1395592891247716.946,5963956.615795.415965.995J44.7645375.594744

7、354,1285324464.073.8495.124263.863.63104.964103.71348114.843.98359336124753.89349326134673.813.413.18144603743343.11154543683293.06164.493633243.01174.453.593.202.96184413.553J62.93194383.523.132.90204353493.102.87214.323473.072.84224303443.052.8247477ROF分布临界值表（a=0.d）v.V2、123414052499954035625298.50

8、990099J799253341230.8229462&7142L201&0016.6915.98516.2613.2712X)611.39613.7510.929J89.15712259.558.457.8581L26&657.597,01910.56&026.996421010.047.566.555.99119.657.216.225,67129336.935.95541139.076705.74521148.866.515.565.0415&86636542489168.536.23529477178.406.115A94.6718&296.015.09458198.185935,01

9、45011AOf：QoneOonoz*/*rt11AOf：QoneOonoz*/*rt附表六D单样本K-S检验统计量表n=supF(x)-F(x)xn0a=1P(Dd)n双侧检验的右尾概率N.200.100050.020-010;131415.900.684.565493.447410.381358.339.323308.296285.275266950.975990.995.776.842.900.929.636.708.785.829.565624.689.734.509.563627669.468.519.577617436.483.538.576410.454.507542.387.4

10、30480.513.369.409457.489.352.391-437.468.338.375*419.449325.361*404.432314349390418.304338.377*404N2l2223242526272829303132333435234234234234附表七：符号检验界域表0.0189101112131415161718192021220111222334445556000011122233344附表八：游程检验临界值表衣中对应于小与心的有两行数值若R等于小于上行数”0.05（双侧检验）水平上判定序列为非随机的口23456789102322222429292333

11、592103103113113362293103113123124134137223113123134134145148233113【1241341451451592133413414514515516102344135145156166161123441351451561661712223441351461661671713223455156166177181422345515616717718附表九：相关系数临界值表I-LrI-Lr(l/2)r(n-2)/2Vv=5M2degreesoffreedomP(Rr)0.950.9750Jf二aiHk05(U)龙Q才仅丿r00l123412345

12、6789m0.98770-99690.90000.95000.8053087830.72920.81130.6694075440.62150.70670.58220.66640.5493063190.52140.6020n4Q770.575991*o9i9&*4附表一：附表一：KendallT等级相关系数临界值表附表十：Spearman等级相关系数临界值表P(rsca)aa(2)6200.10605化(2)Ca0,100.050.025-r(l)Cnn4L0001.000290.50.8000.9001.000300-60.6570.8290*886310.70*5710,7140.78632

13、0,80.5240.6430,738330.90.48366000.700340.100.4550,5640.648350,110.4270.5360.618360.120.4060,5030,587370.130.3850*4840.560380140,367(k464(X538390.150*3540,4460.521400.160.3410.4290.503410.170,328(X4140.485420.180.3170.4010.472430附表一：附表一：KendallT等级相关系数临界值表a0e0250.051.000.806*867.737.714.618.643579.556326.2121.314.2(22.307*2(23.29624.290.225287226.2802：ft,附表一：附表一：KendallT等级相关系数临界值表UCL二