A researcher intends to estimate the effect of a drug on the scores of human subjects performing a task of psychomotor coordination. The members of a random sample of 9 subjects were given the drug prior to testing. The mean score in this group was 9.09, and the sample variance was 17.79. An independent random sample of 10 subjects was used as a control group and given a placebo prior to testing. The mean score 27.55. Assuming that the population distributions are normal with equal variances, find a 95% confidence interval for the difference between the population mean scores. this control group was 15.37, and the sample variance was The confidence interval is

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A researcher intends to estimate the effect of a drug on the scores of human subjects performing a task of psychomotor coordination. The members of a random sample of 9 subjects were given the drug prior to testing. The mean score in this
group was 9.09, and the sample variance was 17.79. An independent random sample of 10 subjects was used as a control group and given a placebo prior to testing. The mean score in this control group was 15.37, and the sample variance was
27.55. Assuming that the population distributions are normal with equal variances, find a 95% confidence interval for the difference between the population mean scores.
The confidence interval is<Hx-Hy <
(Round to two decimal places as needed.)
Transcribed Image Text:A researcher intends to estimate the effect of a drug on the scores of human subjects performing a task of psychomotor coordination. The members of a random sample of 9 subjects were given the drug prior to testing. The mean score in this group was 9.09, and the sample variance was 17.79. An independent random sample of 10 subjects was used as a control group and given a placebo prior to testing. The mean score in this control group was 15.37, and the sample variance was 27.55. Assuming that the population distributions are normal with equal variances, find a 95% confidence interval for the difference between the population mean scores. The confidence interval is<Hx-Hy < (Round to two decimal places as needed.)
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