5.3.2. The production of a nationally marketed deter- gent results in certain workers receiving prolonged expo- sures to a Bacillus subtilis enzyme. Nineteen workers were tested to determine the effects of those expo- sures, if any, on various respiratory functions. One such function, air-flow rate, is measured by computing the ratio of a person's forced expiratory volume (FEV,) to his or her vital capacity (VC). (Vital capacity is the maximum volume of air a person can exhale after taking as deep a breath as possible; FEV, is the max- imum volume of air a person can exhale in one sec- ond.) In persons with no lung dysfunction, the “norm" for FEV,/VC ratios is 0.80. Based on the following data (164), is it believable that exposure to the Bacillus sub- tilis enzyme has no effect on the FEV,/VC ratio? Answer the question by constructing a 95% confidence interval. Assume that FEV,/VC ratios are normally distributed with o =0.09.
5.3.2. The production of a nationally marketed deter- gent results in certain workers receiving prolonged expo- sures to a Bacillus subtilis enzyme. Nineteen workers were tested to determine the effects of those expo- sures, if any, on various respiratory functions. One such function, air-flow rate, is measured by computing the ratio of a person's forced expiratory volume (FEV,) to his or her vital capacity (VC). (Vital capacity is the maximum volume of air a person can exhale after taking as deep a breath as possible; FEV, is the max- imum volume of air a person can exhale in one sec- ond.) In persons with no lung dysfunction, the “norm" for FEV,/VC ratios is 0.80. Based on the following data (164), is it believable that exposure to the Bacillus sub- tilis enzyme has no effect on the FEV,/VC ratio? Answer the question by constructing a 95% confidence interval. Assume that FEV,/VC ratios are normally distributed with o =0.09.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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