Question

15.2 A study reported in the American Journal of Public Health (Science News)-the first to follow lead levels in blood for la
a Give the associated p-value. b What would you conclude at the a .01 significance level? c Use the normal approximation to g
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Answer #1

a)

Ho :   p =    0.5                  
H1 :   p >   0.5       (Right tail test)          
                          
Level of Significance,   α =    0.01                  
Number of Items of Interest,   x =   15                  
Sample Size,   n =    17               1.764705882  
                          
Sample Proportion ,    p̂ = x/n =    0.8824                  
                          
Standard Error ,    SE = √( p(1-p)/n ) =    0.1213                  
Z Test Statistic = ( p̂-p)/SE = (   0.8824   -   0.5   ) /   0.1213   =   3.1530
                          
  
p-Value   =   0.0008   [Excel function =NORMSDIST(-z)              

b)

Decision:   p-value<α , reject null hypothesis   
There is enough evidence to support the claim.

c)

np=0.5*17=8.5

n(1-p)=8.5

At least 5 expected successes and 5 expected failures in sample. Normality assumption appear to be adequate   
  

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