Cardinal and Ordinal Utility: Utility is a physiological fact that signifies a desire for an item or service's fulfilling power. It varies from person to person since a person's mental attitude determines it. Utility measurement has long been an issue of contention. Cardinal and Ordinal Utility are the two main utility theories. Many traditional economists proposed that the cardinal utility be measured in the same manner as length, height, weight, temperature, etc. On the other hand, Ordinal utility represents a commodity's usefulness in terms of greater than or less than.
Cardinal utility is a concept in economics that helps us understand how individuals assign numerical values to the satisfaction or happiness they derive from consuming goods and services. This numerical representation of utility enables economists to analyze and make predictions about people's preferences and choices in a more precise and systematic manner.
In simpler terms, cardinal utility is like giving a numerical score to how much someone enjoys something. For example, if you like ice cream, you might rate the pleasure you get from eating it as an 8 on a scale from 1 to 10. This numerical rating allows economists to compare your enjoyment of ice cream to your enjoyment of other things, like cake or pizza.
Here are some essential features of cardinal utility:
Ordinal utility is a concept in economics that allows us to rank and compare preferences without assigning specific numerical values to them. Instead of measuring utility on a numerical scale, ordinal utility focuses on establishing the order of preference or ranking among various goods and services.
In simpler terms, ordinal utility is like saying, "I like apples more than bananas," without specifying how much more. It doesn't assign numerical values like 7 or 8; it simply recognizes that one option is preferred over the other.
Ordinal Utility is a qualitative method for analyzing customer behavior. Following are some of its key features:
There are two primary approaches to measuring utility: cardinal and ordinal utility. Below is a comparison in tabular form to highlight the key distinctions between cardinal and ordinal utility:
Aspect | Cardinal Utility | Ordinal Utility |
Measurement | Assigns specific numerical values to utility. | Ranks preferences without assigning numbers. |
Numerical Representation | Utility is represented on a quantitative scale. | Utility is represented by preference ranking. |
Example | "I derive 10 units of utility from ice cream." | "I prefer ice cream over cake and pizza." |
Exactness | Requires precise quantification of satisfaction. | Does not require precise measurement of utility. |
Interpersonal Comparison | Allows for comparing utility across individuals. | Does not facilitate interpersonal utility comparison. |
Mathematical Operations | Supports mathematical operations like addition and subtraction of utility values. | Lacks support for mathematical operations due to the absence of numerical values. |
Economic Models | Used in cardinal utility functions, such as the utility maximization model. | Utilized in ordinal utility models, like indifference curves and consumer choice theory. |
The following are some similarities between Cardinal and Ordinal Utility: