The sampling distribution of (n-1)s2 / s2is a normal probability distribution.
The random variable for the chi-square probability distribution may not assume negative values.
The chi-square probability distribution is symmetric.
The chi-square value with area to the right of .10 with 16 degrees of freedom is
The chi-square value with area to the left of .05 with 12 degrees of freedom is
When a sample variance of 25 is obtained from a sample of 10 items from a normal population, the 80% confidence interval for a population variance is
A maximum acceptable standard deviation for a process is 0.5. To test this, which would be the appropriate null hypothesis?
A maximum acceptable standard deviation for a process is 0.5. A sample of size 20 is taken from a normal distribution, giving s = 0.6. The appropriate decision with a = .05 is
For the F distribution, the number of degrees of freedom in the numerator must be greater than or equal to the number of degrees of freedom in the denominator.
When a sample variance of 25 is obtained from a sample of 10 items from a normal population, the 90% confidence interval for a population variance is
The sampling distribution of the ratio of independent sample variances from two normally distributed populations with equal variances is the
The F value with area to the right of .025 with numerator degrees of freedom 12 and denominator degrees of freedom 10 is
These sample results were obtained for independent random samples from two normally distributed populations.
Sample 1 Sample 2
Sample Size 10 16
Sample Variance 25 20
Using a .05 level of significance, one critical value needed to use the F test for the equality of the population variances is
These sample results were obtained for independent random samples from two normally distributed populations.
Sample 1 Sample 2
Sample Size 10 16
Sample Variance 25 20
The value of the test statistic F is
These sample results were obtained for independent random samples from two normally distributed populations.
Sample 1 Sample 2
Sample Size 10 16
Sample Variance 25 20
Using a .05 level of significance, which conclusion would be reached for these data?