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第十一章 分类变量资料 的统计推断. 第一节 率的抽样误差. 与总体率的区间估计. 一、率的抽样误差与标准误. 在同一总体中按一定的样本含量 n 抽样,样本率和总体率或样本率之间也存在着差异,这种差异称为 率的抽样误差 。 率的抽样误差的大小是用 率的标准误 来表示的。. 公式:. 例 11.1 :某地随机抽取了 368 名 5 岁儿童,检查得龋齿患病率为 62.50% ,试计算该地 5 岁儿童龋齿患病率的标准误。. 二、总体率的区间估计. ㈠正态分布法 - PowerPoint PPT Presentation
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n,
11.1368562.50%5
n p1-pnpn(1-p)5 ,
un npn(1p)5 p
uu
1 20%()651524831.6%
u=3.58 > u0.05=1. 64, P
unpn(1-p)5
2 1
1
n1=100p1=14%n2=120p2=25%pc=20%1pc=80% u 2.031>u0.05=1.96p < 0.05=0.05H0H1
2
2 1.2.3.
2 1
1 2
2 41011-1
11-1 (%)4019023017.395013018027.789032041021.95
(50.49) (179.51) (39.51) (140.49)
2 2
2 P196 111
2 H02 22H0P
2 P
2 1.n40T5
1. H0 1=2 H1 1 2 =0.052. T11= 50.49 T12=179.51 T21= 39.51 T22=140.49
2.
Aaba+bBcdc+da+cb+da+b + c+d
2
3.11T5n402T1n40
11.6
11-2 % 13.76107.24119.091310.241719.763043.3314274134.15
X22.812X2 2.812 X2 0.05,1=3.84 P0.05X2 X2 =4.197P 0.05
3
3
3
X22.74 X2 0.05,1=3.84 P0.05X2 X2 =4.06P 0.05
2
211.7 55ITALAT RF 11-3
11-3 RF
ITALAT+-+31a12b43-1c11d12322355
3 28+-4
4
3P X24.90X23.84P0.05=0.05H0H1
2RC =R-1C-1
nAnRnCA
=R-1C-1
11-4
%126997111.69126666781.77296656944.18357177524.6588274728353.10
H0 H1 =0.05
= 3 2 P < 0.005=0.05H0H1
11-5
753525123418129611869331466623711539445180843
H0 H1 =0.05
= 3 2 P > 0.05=0.05H0
1.1
1
X2
P =3121=2X20.05,25. 99=0.05H0H1
2.2
1
X2
P =2141=3 X2 0.05,3=7.81=0.05H0
1. 1/551
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