No you can't
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
No, it is impossible to do so for the fact that you cannot take colours from eachother or favourite ice-creams from eachother.
most occuring
Can the median and mode be used to describe both categorical data and numerical data
Categorical data is the statistical data type consisting of categorical variables or of data that has been converted into that form, for example as grouped data.
Yes, the mode is the "most popular" score of an array. It is possible to find the mode for categorical data that has more than 2 responses to the question.
The graph that is most used for categorical data is the pie chart. Bar graphs have also been used for categorical data.
Categorical data varies when there are a variety of different categories.
bar graphs use categorical data
No, categorical data cannot be continuous. Categorical data consists of distinct categories or groups, such as colors, brands, or yes/no responses, where values represent different classifications rather than quantities. Continuous data, on the other hand, can take any value within a range and is measured on a scale, such as height or temperature. Thus, the two types of data are fundamentally different in nature.
Non-categorical data, also known as continuous or quantitative data, includes variables that can take on a wide range of values. Examples include height (measured in centimeters), weight (in kilograms), temperature (in degrees Celsius or Fahrenheit), and time (in seconds). These data types allow for mathematical operations and can be measured on a scale, unlike categorical data, which is limited to distinct categories or groups.
In categorical data, the concept of a midpoint is not applicable as it is in numerical data. Categorical data consists of distinct categories or groups without a meaningful order or numerical value, making it impossible to calculate a midpoint. Instead, you can analyze categorical data using measures such as mode, frequency distribution, or proportions to understand the distribution of categories.