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Statistical Analysis of Group Work Problems: Hypothesis Testing and Regression, Assignments of Statistics

Solutions to various group work problems related to hypothesis testing and simple linear regression. Topics covered include testing the difference between proportions, testing the difference between means, and testing the independence of variables. The document also includes calculations for confidence intervals and p-values.

Typology: Assignments

Pre 2010

Uploaded on 09/02/2009

koofers-user-1lz
koofers-user-1lz 🇺🇸

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Download Statistical Analysis of Group Work Problems: Hypothesis Testing and Regression and more Assignments Statistics in PDF only on Docsity! Solutions to group work problems: Chapter 9 1a) H0 :d=0vsHA :d0 d=y1−y2 , d=1.6 , sd=3.36 , ts=.95 ,pv=.198>.05, so null hypothesis not rejected, no evidence that diet works 1 b) (-3.06, 6.26) CI contains 0, so we can't reject null hypothesis as stated in part a. 2a p−value=2P N≥6 =2(.25391)=.50782, P N≥6=1−binomcdf 9,.5,5 2b p-value=.25391 3. H0 :d=0noeffect vsH A: d≠0 effect  , Bs=N=6 , p−value=2P N≥6 =.03125<.05, so we reject null hypothesis, there is evidence for alternative hypothesis ( P N≥6=1−binomcdf 6,.5,5 ) Chapter 10 1. H0 :p=.5vsHA :p≠.5 , where p=proportion of plants with one leaf E=.5(135)=67.5 for both classes s 2 =1.252 pv=.2632>.05 Do not reject null hypothesis, no evidence that two types have different probability of occurrence. 2. H0 :p=.3vsHA :p.3 , p=mortality rate after 1970 O: 45 160 E: 61.5 143.5 s 2 =6.33 , p-value=.006<.05 Reject null hypothesis, evidence that mortality rate decreased since 1970 3. H0 : all choices are equally likely (random) vs H A : not all choices are equally likely all E=.25(50)=12.5 s 2 =4.88 , pv=.181>.05 Do not reject null hypothesis, choices are randomly selected (all with equal probability) 4. a) H0 : survival rate is the same for both groups p1=p2 vs H A : survival rates are different in two groups p1≠p2 O: 78, 66, 76, 98 E: 69.7, 74.3, 84.3, 89.7 s 2 =3.47 , p-value=.062 Do not reject null, no evidence for alternative.
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