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How do you find the median of a qualitative ordinal survey? - Answers

Order the observations according their ordinal value. If you have an odd number, k, of observations, then the observation is position (k+1)/2 is the median. are lucky, the median is the middle-ranking observation.If you have an even number of observations then the median is the average of the observations ranked k/2 and k/2+1. If you are lucky, both will be the same and so will be the median. Otherwise there may be no reliable measure of the median.



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How do you find the median of a qualitative ordinal survey? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_find_the_median_of_a_qualitative_ordinal_survey

Order the observations according their ordinal value. If you have an odd number, k, of observations, then the observation is position (k+1)/2 is the median. are lucky, the median is the middle-ranking observation.If you have an even number of observations then the median is the average of the observations ranked k/2 and k/2+1. If you are lucky, both will be the same and so will be the median. Otherwise there may be no reliable measure of the median.



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https://math.answers.com/math-and-arithmetic/How_do_you_find_the_median_of_a_qualitative_ordinal_survey

How do you find the median of a qualitative ordinal survey? - Answers

Order the observations according their ordinal value. If you have an odd number, k, of observations, then the observation is position (k+1)/2 is the median. are lucky, the median is the middle-ranking observation.If you have an even number of observations then the median is the average of the observations ranked k/2 and k/2+1. If you are lucky, both will be the same and so will be the median. Otherwise there may be no reliable measure of the median.

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      Order the observations according their ordinal value. If you have an odd number, k, of observations, then the observation is position (k+1)/2 is the median. are lucky, the median is the middle-ranking observation.If you have an even number of observations then the median is the average of the observations ranked k/2 and k/2+1. If you are lucky, both will be the same and so will be the median. Otherwise there may be no reliable measure of the median.

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