1. The article Evaluation of a Ventilation Strategy to Prevent Barotrauma in Patients at High Risk for Acute Respiratory Distress Syndrome (New Engl. J. Med., 1998: 355-358) reported on an experiment in which 120 patients with similar clinical features were randomly divided into a control group and a treatment group, each consisting of 60 patients. The sample means ICU stay (days) and sample standard deviation for the treatment group were 19.9 and 39.1, respectively, whereas these values for the control group were 13.7 and 15.8. 1) Calculate a point estimate for the difference between true average ICU stay for the treatment and control groups. Does this estimate suggest that there is a significant difference between true average stays under the two conditions? 2) Estimate the true difference using a 95% confidence interval. Based on this interval, do you think that there is a significant difference? 3) Answer the question posed in part (a) and (b) by carrying out a formal test of hypotheses. Is the result different from what you conjectured before?
1. The article Evaluation of a Ventilation Strategy to Prevent Barotrauma in Patients at High Risk for Acute Respiratory Distress Syndrome (New Engl. J. Med., 1998: 355-358) reported on an experiment in which 120 patients with similar clinical features were randomly divided into a control group and a treatment group, each consisting of 60 patients. The sample means ICU stay (days) and sample standard deviation for the treatment group were 19.9 and 39.1, respectively, whereas these values for the control group were 13.7 and 15.8.
1) Calculate a point estimate for the difference between true average ICU stay for the treatment and control groups. Does this estimate suggest that there is a significant difference between true average stays under the two conditions?
2) Estimate the true difference using a 95% confidence interval. Based on this interval, do you think that there is a significant difference?
3) Answer the question posed in part (a) and (b) by carrying out a formal test of hypotheses. Is the result different from what you conjectured before?
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