GB T 4086.5-1983 统计分布数值表 二项分布.pdf
- 配套讲稿:
如PPT文件的首页显示word图标,表示该PPT已包含配套word讲稿。双击word图标可打开word文档。
- 特殊限制:
部分文档作品中含有的国旗、国徽等图片,仅作为作品整体效果示例展示,禁止商用。设计者仅对作品中独创性部分享有著作权。
- 关 键 词:
- GB 4086.5-1983 统计分布数值表 二项分布 4086.5 1983 统计 分布 数值
- 资源描述:
-
()
中华人民共和国国家标准
UDC311.13(083.5)
统计分布数值表
GB4086.5-83
二项分布
Tables for statistical distributions
Binomial distribution
本标准给出统计学中常用的二项分布的一种数值表,其名称、表距和精度如下:
二项分布函数表P=0.0005,0.001(0.001)0.01(0.01)0.5
6位小数
nm2(1)30(2)50
0,1,
其中k同时满足P(k;n,の<1-5×10-7
和P(k+11m,の>1-5×10
虽然表中给出6位小数,但是在使用中需要取几位,要由实际问题决定。
在应用中不能满足要求时,可参考附录的处理方法。
国家标准局1983-12-21发布
984-10-01实施
(www.freeby.net)
GB4086.5-88
二项分布函数表
P(rir, P
P(3n, p)fe y(n-y)1
012いxx+1
0.0005
0.0010.0020.0030.0040,0050.0060.0070.0080.009
00.999000.9980010.9860040.994009
1.000000.99990.999960.99991
8
920160.9900250.9880360.9860490.9840640.982081
99840.999750.999640.999510.999360.99919
0「0.98010.9970030.9940120.9910220.989480.9850750.98271080.9791470.9761910.971212
0.,9990.999970.999880,999730.999920.99250.998920.9998540.998090.997
0「0.9980010.9960060.992024
540.9840960.9801500.9762150.9722930,9683820,964483
110.9990.9990.9997
460.999050.9998510.9997860.997090.9996200.9520
000000
0000001.000
001.000001.00000.9990.99990-99980.997
9999:99.91:91.975.94:.91.9。9ダらー
010.995020.950100,9900.9850900.9801590.9752490.9703530.9654870.9606350.9558
1.000001.000001.000001.000000.99990.999990.99980.99970,.?9990.9993
=6
00.9970040.9940150.9880600
0.9762390.9703730.9645360.9587280.9529500.947201
0.999960.9999850.99940
0,9997630.9996300.9994690.9992790.9990600.99881
000001,000001.0000000
0.999990.9999980.9999960.999930.999900.999986
00.986550.930210.9860840.2791880.9723340.965210.9587480.9520170.945360.93867
1「0.9990.99.991.91360.98668.94860.99590.990.986910.984
1.00001.000001.000000.99990.999980.99990.999930.999880.99830.9975
110:996:9928:9860:9910.99599.93140.990160:9660.982640.99812
2」1:000100031.0000.990.9%0.9990.999890.99810.9920.9961
れ=9
00.9955090.9910360.9821430.973320.9645710.9558900.9472780.95387350.9302620.921856
0.999910.9999640.99985
996810.9994350.9991210.9987400.9982930,9977800.997204
211.0000:0009990:990:990.990.9998.9990.9990.99
3」1.0001.00031.000031.001,001.001.000
0000001.000000.99999
7=10
00.9950110.990450.9801770.9704020.9607120.9511100.9415240.8321640.922190.9713559
0,9999890.9999550.9998220.99960109992950.9989050.9984310.9978760,9972400,9965
1.00001.000000.999990.999990.99920.999850.9999750.9998600.999410.999717
31.0001.001.00000.0001.001,000,00,990.99
010.945140.9890550.2782190.9674910.9568700.946350.9359450.925630.9154370.90537
0,9999860.999450.9997830.9995140.9991410.9986660.9980900.9974160.9966
50.995779
000001.000000.9990.99960.999900.999800.99660.9999460.9999190.98
,000001.0000001.000001.00001,000001.00001.0000.999990.999990.99998
本表对于n,P和x给出二项分布函数P(x;m,p)的数值。
例:对于n=5,P=0.005和ェ=0,P(x;n,P)=0.975249。
展开阅读全文
文档分享网所有资源均是用户自行上传分享,仅供网友学习交流,未经上传用户书面授权,请勿作他用。



链接地址:https://www.wdfxw.net/doc31249909.htm