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No. If, for example, the question is "What is your favourite fruit?" which answer is the maximum? Banana? Apple? Mango?
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Can the median be used to describe both categorical data and numerical data?
Can the median and mode be used to describe both categorical data and numerical data
Can the median be used to describe categorical data?
no it cant bec
Can the median be used to descibe both numerical data and categorical data?
It can be used to describe continuous or discreet data but not categorical or ordered data, unless that data is also numercal which is very unlikely
Can the range be used to describe both categorical and numerical data?
yes because if you have categorical data you need the range for the value of the numbers so it would be the same for numerical data
What graphs are used for categorical data?
The graph that is most used for categorical data is the pie chart. Bar graphs have also been used for categorical data.
Can the median be used to describe both a categorical data and numerical data?
No. A median makes no sense for categorical data. For example, if you have 10 red cars, 15 blue cars and 20 black cars, what is the median?
What graph should be used with categorical data?
histograph
Are stemplots are useful for both quantitative and categorical data?
They're useful for quantitaive data because they are used to list number faster, not give a categorical response
What SPSS procedures can be used for data screening of categorical variables?
variance
Can the mean be used to describe both categorical and numerical data?
NO. It can not. You have horses, apples and oranges. What is the mean? You can't add horses, oranges and apples together. And even if you can, you can't divide that answer by a number.
What is used to describe data and what is used to display data in computer?
what is used to describe data and what is used to display data in compuier
What term is used to refer to the data that are used to describe the data in a database?
Data definition is the term used to describe expected data value.
