Question

T2005	AZ100
3.06	2.91
3.04	3.31
3.13	2.82
3.01	3.01
2.95	2.94
3.02	3.17
3.02	3.25
3.12	3.39
3.00	3.22
3.04	2.97
3.03	2.93
3.05	2.97
3.01	3.05
2.73	2.95
3.12	2.92
3.04	2.71
3.10	2.77
3.02	2.73
2.92	3.18
3.01	2.95
3.15	2.86
2.69	3.16
3.04	3.06
3.01	3.25
2.95	2.82
3.14	3.22
3.31	2.93
3.01	3.24
2.93	2.77
3.00	2.94
3.04	3.31

Conduct a hypothesis test to determine if the AZ100 drill holes are statistically significantly different from the hypothesized value of 3 centimeters. Use an alpha of .05, and assume the population standard deviation is unknown. What is the value of your test statistic?

Question 21 options:

	1.100
	0.670
	0.020
	0.034

To determine the precision of the two drills, you examine the variance in the sample data for the two samples.

Conduct a test of the hypothesis that the T2005 and the AZ100 are equally precise (that they have equal variances). What is the p-value of your hypothesis test?

Question 22 options:

	0.997
	0.005
	0.350
	.003

Question 23 (1 point)

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What is the point estimate of the population mean of the hole diameter for the T2005?

Question 23 options:

	2.799
	3.022
	3.023
	3

Question 24 (1 point)

Conduct a hypothesis test to determine if the AZ100 drill holes are statistically significantly different from the hypothesized value of 3 centimeters. Use an alpha of .05, and assume the population standard deviation is unknown. What is the p-value for your hypothesis test?

Question 24 options:

	0.254
	0.140
	0.508
	0.746

Question 25 (1 point)

To determine the precision of the two drills, you examine the variance in the sample data for the two samples.

Conduct a test of the hypothesis that the T2005 and the AZ100 are equally precise (that they have equal variances). What is the value of your test statistic?

Question 25 options:

	2.854
	3.023
	0.350
	3.022

Answer 1