Math

QuestionEvaluate 300 students' housing quality ratings: qualitative or quantitative? Discrete or continuous? Highest measurement level?

Studdy Solution

STEP 1

Assumptions1. The data is collected from300 students. . The students are asked to evaluate the quality of student housing.
3. The students can select one of the four categories Poor, Fair, Good, Excellent.

STEP 2

First, we need to determine if the data is qualitative or quantitative. Qualitative data is descriptive and involves characteristics that can't be counted. Quantitative data is numerical and involves numbers that can be measured or counted.
In this case, the data collected is based on the students' subjective evaluation of the quality of student housing. The categories (Poor, Fair, Good, Excellent) are descriptive and can't be measured or counted. Therefore, the data is qualitative.
Datatype=QualitativeData\, type = Qualitative

STEP 3

Next, we need to determine if the data is discrete or continuous. Discrete data can only take certain values while continuous data can take any value within a range.
In this case, the data collected can only take one of the four values (Poor, Fair, Good, Excellent). Therefore, the data is discrete.
Datanature=DiscreteData\, nature = Discrete

STEP 4

Finally, we need to determine the highest level of measurement the data possesses. The levels of measurement are nominal, ordinal, interval, and ratio.
In this case, the data collected has an order (Poor < Fair < Good < Excellent) but the differences between the categories are not measurable. Therefore, the highest level of measurement the data possesses is ordinal.
Levelofmeasurement=OrdinalLevel\, of\, measurement = OrdinalThe data is qualitative, discrete, and ordinal.

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