7. Choose the best interpretation for the confidence interval in this problem. a) We are 95% confident that there is no statistically significant difference between the true mean glucose levels for Group A and the true mean glucose levels for Group B. b) We are 95% confident that the true mean glucose levels for Group A is higher than the true mean glucose levels for Group B. c) We are 95% confident that the true mean glucose levels for Group A is lower than the true mean glucose levels for Group B. 8. Pick the formula most appropriate to use in this problem. a) (₁-₂) ± √S √((1+1) n₁ c) (x₁ - x₂) ±t s² s² 121 n2 b) x ±t (/) d) (x₁-x₂) ±z si n₁ 122 si +

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Syringes, pens, jet injectors, pumps, ports and even inhalers are the various ways for diabetics to
take insulin. Currently most diabetics take insulin using syringes or pens. A research study was
completed to compare the effectiveness of these two different methods of delivering insulin to
diabetics. Two independent random samples of 100 diabetics comprising Group A (using syringes)
and 100 diabetics comprising Group B (using pens). Both groups were carefully monitored and their
glucose levels measured in mg/dl (milligrams per deciliter) two hours after injections. Their glucose
levels were compared and a 95% confidence interval for the true mean glucose levels for Group A
minus the true mean glucose levels for Group B was computed to be: (-11.45, 5.32).
7. Choose the best interpretation for the confidence interval in this problem.
a) We are 95% confident that there is no statistically significant difference between the true
mean glucose levels for Group A and the true mean glucose levels for Group B.
b) We are 95% confident that the true mean glucose levels for Group A is higher than the true
mean glucose levels for Group B.
c) We are 95% confident that the true mean glucose levels for Group A is lower than the true
mean glucose levels for Group B.
8. Pick the formula most appropriate to use in this problem.
1
a) (x₁ - ₂) ± 1.
) = 4√(5² (- / +- - -)
c) (x₁ - x₂) ±t
+
121 122
9. This problem deals with which of the following?
a) One Proportion
b) Two proportions
c) One mean
d) Two means
b) x ±t (-/-)
d) (x₁ - x₂) ±z
a) The sample mean for Group A glucose levels
b) They are the same.
c) The sample mean for Group B glucose levels
n1
+
~W
122
10. Which value is larger, the sample mean for Group A glucose levels or the sample mean for Group
B glucose levels?
Transcribed Image Text:Syringes, pens, jet injectors, pumps, ports and even inhalers are the various ways for diabetics to take insulin. Currently most diabetics take insulin using syringes or pens. A research study was completed to compare the effectiveness of these two different methods of delivering insulin to diabetics. Two independent random samples of 100 diabetics comprising Group A (using syringes) and 100 diabetics comprising Group B (using pens). Both groups were carefully monitored and their glucose levels measured in mg/dl (milligrams per deciliter) two hours after injections. Their glucose levels were compared and a 95% confidence interval for the true mean glucose levels for Group A minus the true mean glucose levels for Group B was computed to be: (-11.45, 5.32). 7. Choose the best interpretation for the confidence interval in this problem. a) We are 95% confident that there is no statistically significant difference between the true mean glucose levels for Group A and the true mean glucose levels for Group B. b) We are 95% confident that the true mean glucose levels for Group A is higher than the true mean glucose levels for Group B. c) We are 95% confident that the true mean glucose levels for Group A is lower than the true mean glucose levels for Group B. 8. Pick the formula most appropriate to use in this problem. 1 a) (x₁ - ₂) ± 1. ) = 4√(5² (- / +- - -) c) (x₁ - x₂) ±t + 121 122 9. This problem deals with which of the following? a) One Proportion b) Two proportions c) One mean d) Two means b) x ±t (-/-) d) (x₁ - x₂) ±z a) The sample mean for Group A glucose levels b) They are the same. c) The sample mean for Group B glucose levels n1 + ~W 122 10. Which value is larger, the sample mean for Group A glucose levels or the sample mean for Group B glucose levels?
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