adjective relating to, based on, or involving proportion
In mathematics, proportional refers to the relationship between two quantities where they increase or decrease in a consistent ratio.
In statistics, proportional is used to describe the relationship between different variables in a data set.
In engineering, proportional is used to describe the relationship between different parameters in a system or design.
In economics, proportional is often used to describe relationships between variables such as income and taxes, or price and quantity.
In physics, proportional is used to describe how two physical quantities are related in a linear manner.
In the field of writing, 'proportional' may refer to maintaining balance and harmony in the structure of a piece, such as ensuring that the length of different sections is proportional to their importance.
Psychologists may use 'proportional' when discussing the relationship between variables in a study, ensuring that the sample size is proportional to the population being studied.
Architects use 'proportional' when designing buildings, ensuring that the dimensions of different elements are proportional to create a visually appealing and structurally sound design.
In statistics, 'proportional' is used to describe the relationship between different data sets, ensuring that the proportions accurately reflect the underlying patterns in the data.