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Information provided by the World Meteorological Association revealed following data on the highest recorded temperature for each continent.

a. What type of data is presented in the first column of the table ?

b. What type of data is presented in the second column of the table ?

c. What type of data is presented in the third column of the table ?

d. What type of data is provided by the information that Death Valley is in the United States?

Short Answer

Expert verified

1st column : Quantitative Ordinal Variable

2nd column : Qualitative Categorical Variable

3rd column : Qualitative Categorical Variable

Death Valley Location : Qualitative Categorical Variable

4th column : Quantitative Continuous Variable

Step by step solution

01

Basics

  • Quantitative variables can be measured in terms of numerical units.

Ordinal variables are in form of ranks - 1st, 2nd, 3rd & so on

Continuous variable can be in form of whole & non whole numbers - can take values like 4.8, 10.5 etc

  • Qualitative variables can't be measured in terms of numerical units.

Categorical variables can take only few options or categories, like gender 'male' or 'female'

02

Explanation

1st column depicts respective ranks of continents, it is Quantitative Ordinal Variable

2nd column depicts names of continents, it is Qualitative Categorical Variable

3rd column depicts places' names, it is Qualitative Categorical Variable

4th column depicts temperature that can be decimals also, it is Quantitative Continuous Variable

Death Valley location also specifies place category, so it is Qualitative Categorical Variable

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Most popular questions from this chapter

In Exercises 1โ€“6, refer to the data below, which are total home game playing times (hours) for all Major League Baseball teams in a recent year (based on data from Baseball Prospectus).

236 237 238 239 241 241 242 245 245 245 246 247 247 248 248 249 250 250 250 251 252 252 253 253 258 258 258 260 262 264

Data Type

a. The listed playing times are all rounded to the nearest whole number. Before rounding, are the exact playing times discrete data or continuous data?

b. For the listed times, are the data categorical or quantitative?

c. Identify the level of measurement of the listed times: nominal, ordinal, interval, or ratio.

d. Which of the following best describes the sample data: voluntary response sample, random sample, convenience sample, simple sample?

e. The listed total game times are from one recent year, and the data are available for all years back to 1950. Given that the listed times are part of a larger collection of times, do the data constitute a sample or a population?

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In Exercises 1โ€“6, refer to the data below, which are total home game playing times (hours) for all Major League Baseball teams in a recent year (based on data from Baseball Prospectus).

236 237 238 239 241 241 242 245 245 245 246 247 247 248 248 249 250 250 250 251 252 252 253 253 258 258 258 260 262 264

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a. Class limits of the first class

b. Class boundaries of the first class

c. Class midpoint of the first class

Expanded Stemplots A stemplot can be condensed by combining adjacent rows. We could use a stem of โ€œ6โ€“7โ€ instead of separate stems of 6 and 7. Every row in the condensed stemplot should include an asterisk to separate digits associated with the different stem values. A stemplot can be expanded by subdividing rows into those with leaves having digits 0 through 4 and those with leaves having digits 5 through 9. Using the body temperatures from 12 AM on Day 2 listed in Data Set 3 โ€œBody Temperaturesโ€ in Appendix B, we see that the first three rows of an expanded stemplot have stems of 96 (for leaves between 5 and 9 inclusive), 97 (for leaves between 0 and 4 inclusive), and 97 (for leaves between 5 and 9 inclusive). Construct the complete expanded stemplot for the body temperatures from 12 AM on Day 2 listed in Data Set 3 โ€œBody Temperaturesโ€ in Appendix B.

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