Data types can be categorised in multiple ways. Data types like nominal, ordinal, discrete, and continuous, are used in Mathematics in the Data unit.
Categorical data / qualitative data: information that can be sorted into distinct groups or categories, rather than being measured numerically
Nominal data: Categories without any inherent order, like "apple," "pear," or "banana".
Ordinal data: Categories that have a meaningful order, such as "first," "second," or "third".
Numerical data / quantitative data: information expressed in numbers that can be measured or counted. This type of data allows for mathematical operations, like addition and subtraction, to be performed on its values.
Discrete data: Whole numbers that can only take specific, distinct values, such as the number of siblings someone has (e.g., 2.5 siblings is not possible).
Continuous data: Numbers that can take on any numerical value within a given range, like temperature (e.g., 25.5°C is possible).
These are statistical measures used to describe data, with mean, mode, and median as measures of central tendency (averages), and range showing data spread.
Mean: Sum of all data points divided by the number of data points.
Median: Middle value when data is arranged in order.
Mode: Most frequently occurring value(s).
Range: Difference between the largest and smallest values.
These data sets help with;
Summarising Data: Quickly understand the central tendency and spread of a dataset.
Comparing Datasets: Identify patterns, differences, or similarities between groups of data.
Making Decisions: Use statistical insights to draw conclusions and make informed choices.