Which of the following answers best describes ways of interpreting and understanding the values of standard deviation (s) of a data set without a distribution bell curve shape? OA, For interpreting and understanding a value of a standard deviation (s) of a data set without a normal distribution bell curve shape, the different levels of measurements have to be used to analyze the data set. O B. For interpreting and understanding a value of a standard deviation (s) of a data set without a normal distribution bell curve shape, the different levels of measurements have to be used to analyze the data set. OC For interpreting and understanding a value of a standard deviation (s) of a data set without a normal distribution bell curve shape, Chebyshev's theorem is used to analyze the data set. OD, For interpreting and understanding a value of a standard deviation (s) of a data set without a normal distribution bell curve shape, the measures of central tendency have to be used to analyze the data set. OE None of the answers is the correct answer choice for this question.

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