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PRACTICE PROBLEMS FOR SECTIONS 2.1 AND 2.2

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1 Describe briefly the difference between a sample and a population. Give an example of a population and a sample.

2 Describe the difference between descriptive statistics and inferential statistics.

3 A university professor is interested in knowing the average GPA of a graduating class. The professor decided to record the GPA of only those students who were in his/her class during the last semester before graduation. Using this information (the data), the professor estimates the average GPA of the graduating class using the average of the GPAs he/she collected. Describe the following:Population of interestSample collected by the professorThe variable of interest

4 Describe whether each of the following scenarios would result in qualitative or quantitative data:Time needed to finish a project by a technicianNumber of days of stay in a hospital by a patient after bypass surgeryAverage number of cars passing through a toll booth each dayTypes of beverages served by a restaurantSize of a rod used in a projectCondition of a home for sale (excellent, good, fair, bad)Heights of basketball playersDose of medication prescribed by a physician to his/her patientsRecorded temperatures of a tourist place during the month of JanuaryAges of persons waiting in a physician's officeSpeed of a vehicle crossing George Washington Bridge in New YorkAmount of interest reported in a tax returnSizes of cars available at a rental company (full, medium, compact, small)Manufacturers of cars parked in a parking lot

5 Referring to Problem 4, classify the data in each case as nominal, ordinal, interval, or ratio.

6 A consumer protection agency conducts opinion polls to determine the quality (excellent, good, fair, bad) of products imported from an Asian country. Suppose that the agency conducted a poll in which 1000 randomly selected individuals were contacted by telephone.What is the population of interest?What is the sample?Classify the variable of interest as nominal, ordinal, interval, or ratio.

Statistics and Probability with Applications for Engineers and Scientists Using MINITAB, R and JMP

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