The heights (in inches) of a sample of a species of tree two years after being planted are shown below. 20.4 20.2 22.4 21,3 21.4 21.6 24.3 19.7 19.1 Determine the level of measurement of the data set. Explain your reasoning.

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Chapter1: Combinatorial Analysis
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The heights (in inches) of a sample of a species of tree two years after being planted are shown below.
19.1
21.4
21.6
20.4
24.3
20.2
22.4
21.3
19.7
Determine the level of measurement of the data set. Explain your reasoning.
... D
What is the level of measurement of the data set? Explain your reasoning.
O A. Nominal. No mathematical computations can be made.
O B. Ordinal. The data can be arranged in order, or ranked, but differences between data entries are not meaningful.
OC. Ratio. The data can be ordered and differences between data entries are meaningful, and a zero entry is an inherent zero.
O D. Interval. The data can be ordered and differences between data entries are meaningful, but a zero entry is not an inherent zero.
64°F
O Type here to search
近
Transcribed Image Text:The heights (in inches) of a sample of a species of tree two years after being planted are shown below. 19.1 21.4 21.6 20.4 24.3 20.2 22.4 21.3 19.7 Determine the level of measurement of the data set. Explain your reasoning. ... D What is the level of measurement of the data set? Explain your reasoning. O A. Nominal. No mathematical computations can be made. O B. Ordinal. The data can be arranged in order, or ranked, but differences between data entries are not meaningful. OC. Ratio. The data can be ordered and differences between data entries are meaningful, and a zero entry is an inherent zero. O D. Interval. The data can be ordered and differences between data entries are meaningful, but a zero entry is not an inherent zero. 64°F O Type here to search 近
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