Assume that population of the first semester students in a college with below heights (in centimeters). 147.4 150.4 154.7 155.5 156.3 158.1 159.3 160.6 162.1 163.5 147.9 152.9 154.9 155.7 156.6 158.3 159.6 161.0 162.2 165.5 149.0 153.6 155.1 156.0 156.6 158.5 159.6 161.4 162.6 165.5 149.9 153.7 155.4 156.0 156.7 158.5 159.9 161.9 162.7 170.3 A Do we need the sample to be drawn from a population of normal or approximately normal in this Question? Explain by using the central limit theorem. B Draw a box-whisker plot on a graph paper showing lower and upper boundaries and identify the outliers if any. Describe the shape of the sampling distribution based on the box-whisker plot.
Assume that population of the first semester students in a college with below heights (in centimeters).
147.4 150.4 154.7 155.5 156.3 158.1 159.3 160.6 162.1 163.5
147.9 152.9 154.9 155.7 156.6 158.3 159.6 161.0 162.2 165.5
149.0 153.6 155.1 156.0 156.6 158.5 159.6 161.4 162.6 165.5
149.9 153.7 155.4 156.0 156.7 158.5 159.9 161.9 162.7 170.3
A Do we need the sample to be drawn from a population of normal or approximately normal in this Question? Explain by using the central limit theorem.
B Draw a box-whisker plot on a graph paper showing lower and upper boundaries and identify the outliers if any. Describe the shape of the sampling distribution based on the box-whisker plot.
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