$$\text { The } \chi ^ { 2 } \text { critical value for } n = 16 \text { and } \alpha = 0.01 \text { for a left-tailed test is } 5.812 \text {. }$$

Question

Quizplus · Accepted Answer

The given statement is true because the chi-square critical value for n = 16 and α = 0.01 for a left-tailed test is indeed 5.812. This value can be found using a chi-square distribution table or a statistical software package.

The χ2 critical value for n=16 and α=0.01 for a left-tailed test is 5.812. \text { The } \chi ^ { 2 } \text { critical value for } n = 16 \text { and } \alpha = 0.01 \text { for a left-tailed test is } 5.812 \text {. } The χ2 critical value for n=16 and α=0.01 for a left-tailed test is 5.812.

$\text { The } \chi ^ { 2 } \text { critical value for } n = 16 \text { and } \alpha = 0.01 \text { for a left-tailed test is } 5.812 \text {. }$