Utility, in economics, refers to the satisfaction or benefit individuals derive from consuming goods or services. Two essential concepts in the study of utility are total utility and marginal utility. While both relate to consumer satisfaction, they differ in meaning and application.
In this blog, we will learn the difference between Total Utility and Marginal Utility and understand their relevance in economic analysis.
Total utility is the total enjoyment a customer obtains from using certain products and services. Every unit of product or service has a marginal usefulness of its own.
Total utility is the total of marginal utilities of all such separate objects.
A client's major concern is obtaining the highest utility amount with the least expense expended.
To comprehend total utility, we must look at the law of declining marginal utility. It argues that when more units of a particular commodity or service are consumed, the extra pleasure termed the marginal satisfaction diminishes. The first good consumed delivers the greatest marginal value, the second a bit lesser, and so on.
Example of Total Utility: Imagine eating slices of pizza. The first slice provides great satisfaction. With each additional slice, the total utility increases but at a decreasing rate, demonstrating the principle of diminishing marginal utility.
Also Read: What Is Utility?
Marginal utility is the notion used by economists to measure the amount of pleasure that is earned by the consumption of extra units of an item or service. It is a key notion that is used by economists to assess how much of an item a client is willing to buy.
Marginal utility helps determine how satisfaction levels impact the customer’s buying choice.
Positive marginal utility is stated to occur when the consumption of an extra item enhances the overall utility, whereas negative marginal utility happens when the consumption of an additional item reduces the total utility of the item.
Example of Marginal Utility: Continuing with the pizza example, the second slice offers slightly less satisfaction than the first. By the third or fourth slice, the satisfaction gained from each additional slice might diminish significantly.
Both play a crucial role in understanding consumer behavior and decision-making. Let's look into their significance:
Do you know what is: Consumer Equilibrium,
To understand the differences between total utility and marginal utility more clearly, we have outlined them in a tabular form:
Difference Between Total Utility and Marginal Utility | ||
Aspect | Total Utility | Marginal Utility |
Definition | Total satisfaction obtained from consuming a specific quantity of a good or service. | Additional satisfaction gained from consuming one more unit of the same good or service. |
Calculation | Calculated by summing up the utilities of all units consumed. | Calculated as the change in total utility when consuming an additional unit. |
Behavior | Total utility generally increases with the consumption of more units. | The marginal utility may decrease as more units are consumed due to the law of diminishing marginal utility. |
Decision-making | Helps in assessing overall satisfaction derived from a consumption choice. | Guides decisions by comparing the additional satisfaction with the cost of the extra unit. |
Graphical representation | Represented by a total utility curve, which typically rises, indicating overall satisfaction. | Represented by a marginal utility curve, which usually decreases, reflecting diminishing additional satisfaction. |
Total utility and marginal utility are two interrelated concepts in economics, both integral to understanding consumer behavior and preferences. While they differ in their specific meanings, they share several similarities:
Total utility is the total of utilities a consumer obtains from purchasing a product, item or service. The formula for total utility utilizes utils, which is a unit of measuring for utility. To compute total utility, add the marginal utility of consumption for each unit. The formula you may use for determining total utility is:
Total utility = marginal utility (MU) 1 + MU2 + MU3
Total Utility is the cumulative satisfaction a consumer experiences from consuming multiple units of a good or service. It accounts for all the utility derived from each unit consumed.
Marginal Utility (MU) refers to the additional utility gained from consuming one more unit of a good.
Example Suppose a consumer eats slices of pizza, and the utility they derive from each additional slice (measured in "utils," a hypothetical unit of utility) is as follows:Slice of Pizza | Marginal Utility (MU) | Total Utility (TU) |
---|---|---|
1 | 10 utils | 10 utils |
2 | 8 utils | 18 utils |
3 | 6 utils | 24 utils |
4 | 4 utils | 28 utils |
5 | 2 utils | 30 utils |
Step 1: Start with the first slice. Its marginal utility becomes the total utility (10 utils).
Step 2: Add the marginal utility of the next slice (8 utils) to the previous total (10 + 8 = 18).
Step 3: Repeat this process for each additional slice.
As more units are consumed, total utility increases, but the rate of increase (marginal utility) diminishes due to the law of diminishing marginal utility.The calculation for marginal utility likewise employs utils, but this measurement examines the rate at which utility varies each time an individual uses a product one more time. To determine marginal utility, you may divide the change in total utility by the change in units. The formula for this is as follows:
Marginal utility = change in total utility/change in units
Marginal Utility quantifies how much additional satisfaction is gained by consuming one more unit of a good.
Change in Total Utility (ΔTU) is the difference between the total utility after consuming the current unit and the total utility before consuming it.
Change in Quantity Consumed (ΔQ) is the increase in the quantity of goods consumed (usually 1 unit).
Example: Using the pizza example:Slice of Pizza | Total Utility (TU) | Change in TU (ΔTU) | Change in Q (ΔQ) | Marginal Utility (MU) |
---|---|---|---|---|
1 | 10 utils | — | — | 10 utils |
2 | 18 utils | 18 - 10 = 8 | 1 | 8 utils |
3 | 24 utils | 24 - 18 = 6 | 1 | 6 utils |
4 | 28 utils | 28 - 24 = 4 | 1 | 4 utils |
5 | 30 utils | 30 - 28 = 2 | 1 | 2 utils |
Total utility and marginal utility are foundational concepts in economics that provide valuable insights into consumer behavior and decision-making. By understanding these concepts, consumers can make informed choices to maximize their satisfaction, while businesses and policymakers can allocate resources effectively to meet consumer needs. Whether you're a student of economics or a curious learner, grasping these principles is essential for analyzing real-world economic phenomena.
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