Two independent samples are taken from two populations. Sample 1 has a mean of 12.8 standard deviation of 2.3, and a sample size of 18. Sample 2 has a mean of 14.2, a standa deviation of 5.2, and a sample size of 23. This gives a standard error se(Ă₁ − Ă2) = 1.21 A 95% confidence interval for the difference between the two means is: (A) (-2.00, -0.80). (B) (11.66, 13.94). (C) (-3.96, 1.16). (D) (-3.85, 1.05). (E) (-3.78, 0.98).

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12. Two independent samples are taken from two populations. Sample 1 has a mean of 12.8, a
standard deviation of 2.3, and a sample size of 18. Sample 2 has a mean of 14.2, a standard
deviation of 5.2, and a sample size of 23. This gives a standard error se(Ã1 — Ă2) = 1.212.
A 95% confidence interval for the difference between the two means is:
(A) (-2.00, -0.80).
(B) (11.66, 13.94).
(C) (-3.96, 1.16).
(D) (-3.85, 1.05).
(E) (-3.78, 0.98).
Transcribed Image Text:12. Two independent samples are taken from two populations. Sample 1 has a mean of 12.8, a standard deviation of 2.3, and a sample size of 18. Sample 2 has a mean of 14.2, a standard deviation of 5.2, and a sample size of 23. This gives a standard error se(Ã1 — Ă2) = 1.212. A 95% confidence interval for the difference between the two means is: (A) (-2.00, -0.80). (B) (11.66, 13.94). (C) (-3.96, 1.16). (D) (-3.85, 1.05). (E) (-3.78, 0.98).
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