The chi-square critical value for $n = 16 \text { and } a = 0.01$ when the test is left-tailed is 5.812.

Name: The chi-square critical value for $n = 16 \text { and } a = 0.01$ when the test is left-tailed is 5.812.
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The chi-square critical value for a left-tailed test with 16 degrees of freedom and a 0.01 level of significance is actually 28.845. Therefore, the statement is false.

The Chi-Square Critical Value For n=16 and a=0.01n = 16 \text { and } a = 0.01n=16 and a=0.01

The Chi-Square Critical Value For $n = 16 \text { and } a = 0.01$