Find the critical values x2 L and x2 R that correspond to th
     Find the critical values x^2 L and x^2 R that correspond to the given confidence level and sample size.   90%;  n = 20   x^2 L = [     ] x^2 R = [     ] ![Find the critical values x^2 L and x^2 R that correspond to the given confidence level and sample size. 90%; n = 20 x^2 L = [ ] x^2 R = [ ] SolutionAs df = n -  Find the critical values x^2 L and x^2 R that correspond to the given confidence level and sample size. 90%; n = 20 x^2 L = [ ] x^2 R = [ ] SolutionAs df = n -](/WebImages/10/find-the-critical-values-x2-l-and-x2-r-that-correspond-to-th-1003451-1761517083-0.webp) 
  
  Solution
As              
               
 df = n - 1 =    19          
 alpha = (1 - confidence level)/2 =    0.05          
               
 Then the critical values for chi^2 are, by table/technology,
               
 chi^2(L) =    30.14352721          
 chi^2(R) =    10.11701306   [ANSWERS]      
               
![Find the critical values x^2 L and x^2 R that correspond to the given confidence level and sample size. 90%; n = 20 x^2 L = [ ] x^2 R = [ ] SolutionAs df = n -  Find the critical values x^2 L and x^2 R that correspond to the given confidence level and sample size. 90%; n = 20 x^2 L = [ ] x^2 R = [ ] SolutionAs df = n -](/WebImages/10/find-the-critical-values-x2-l-and-x2-r-that-correspond-to-th-1003451-1761517083-0.webp)
