find-the-critical-values-122chi21-fracalpha2-and-22chi2fracalpha2-for-a-confiden-99adb66f

Question

Find the critical values $χ_{1 - \frac{α}{2}}^{2}$ and $chi sub alpha over 2 squared$ for a confidence level of $95 percent sign$ with sample size $n equals 15$ .

Accepted Answer

$χ_{1 - \frac{α}{2}}^{2} = 5.629, χ_{\frac{α}{2}}^{2} = 26.119$

Answer

$χ_{1 - \frac{α}{2}}^{2} = 5.629, χ_{\frac{α}{2}}^{2} = 26.119$

Answer

$χ_{1 - \frac{α}{2}}^{2} = 5.629, χ_{\frac{α}{2}}^{2} = 26.119$

Answer

$χ_{1 - \frac{α}{2}}^{2} = 5.629, χ_{\frac{α}{2}}^{2} = 26.119$

Find the critical values χ1−α22\chi^2_{1-\frac{\alpha}{2}} and χα22\chi^2_{\frac{\alpha}{2}} for a confidence level of 95%95\% with sample size n=15n=15.

Find the critical values $χ_{1 - \frac{α}{2}}^{2}$ and $chi sub alpha over 2 squared$ for a confidence level of $95 percent sign$ with sample size $n equals 15$ .