Find the critical values χ2lower=χ21−α/2 and χ2upper=χ2α/2 that
correspond to 99% degree of confidence and the sample size
n=7.
χ2lower= χ2upper=
here degree of freedom =n-1=7-1 =6
for 6 degree of freedom and 99% degree of confidence χ2lower=0.676 ( please try 18.548 if this comes wrong)
for 6 degree of freedom and 99% degree of confidence χ2upper=18.548 ( please try 0.676 if this comes wrong)
Find the critical values χ2lower=χ21−α/2 and χ2upper=χ2α/2 that correspond to 99% degree of confidence and the...
Find the critical values χ2L=χ21−α/2χL2=χ1−α/22 and χ2R=χ2α/2χR2=χα/22 that correspond to 9090% degree of confidence and the sample size n=20.n=20. χ2L=χL2= χ2R=χR2=
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Find the critical values X2L and X2R that correspond to the given confidence level and sample size: 99%; n = 28 This involves using chi-square, critical vaules and area. I will need the full answer and the answer must be correct for my quiz for full points to be awared please and thank you in advance. I am happy to provide additional information if this isn't clear. :) My numbers just need to be changed to n=18 and 98%
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