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Hypothesis Testing for    Continuous Variables Yuantao Hao 19th,Otc., 2009 Chapter4
We have learned: ,[object Object],[object Object],[object Object],[object Object],[object Object]
4.3    The  t   Test for Data under    Randomized Paired Design
4.3 The  t   Test for Data under    Randomized Paired Design ,[object Object]
 
Solution:
P > 0.50
4.4  The Tests for Comparing Two Means    Based on Two Groups of Data under    Completely Randomized Design
4.4  The t test for Comparing Two Means ,[object Object],[object Object],[object Object]
Example 4.3 ,[object Object]
[object Object],[object Object]
 
 
Question: ,[object Object]
4.4.1  Equal Variances
Solution: P < 0.01
4.4.2  Unequal Variances Satterthwaite’s method
[object Object],[object Object]
Solution: P > 0.05
4.5  The   F -Test for Equal Variances  of    Two Groups of Data under    Completely Randomized Design
4.5 The  F -Test for Equal Variances of Two Groups
 1 =n 1 -1,   2 =n 2 -1
 
[object Object]
[object Object]
 
4.6.1  The Z-test for the population probability of binomial distribution ( large n )
4.6.1  The Z-test for the population probability n  5 n(1-  )  5
4.6.1.1  One sample ,[object Object]
[object Object]
Solution:
 
4.6.1.2  Two samples  ,[object Object]
[object Object]
Solution:
 
 
P =0.08
4.6.2  The Z-test for the population mean of Poisson distribution  ( largeλ )
4.6.2  The Z-test for the population mean of Poisson distribution  (largeλ)
4.6.2.1  Single observation ,[object Object]
Solution:
P   = 0.13
4.6.2.2  Two observations  ,[object Object]
Solution:
 
 
4.6.2.3  Two  “ groups ”  of observations  ,[object Object],[object Object]
Solution:
 
THE END ,[object Object]

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Chapter 4(2) Hypothesisi Testing

Editor's Notes

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