What is the definition of marginal utility? What is the law of diminishing marginal utility? Why is marginal utility more useful than total utility in consumer decision making?

Short Answer

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Marginal utility refers to the additional satisfaction derived from consuming an extra unit of a good or service. The law of diminishing marginal utility asserts that the marginal utility of a good or service tends to decrease as its consumption increases. Marginal utility is vital for consumer decision making as it enables consumers to assess the additional satisfaction derived from consuming an extra unit and to decide whether such additional satisfaction is worth the cost of the additional unit.

Step by step solution

01

Define Marginal Utility

Marginal utility is a term used in economics to express the change in total satisfaction or utility that a consumer gets from consuming an additional unit of a good or service. It can be mathematically expressed as the derivative of the total utility function with respect to quantity. That is, MU = d(TU)/dq
02

Explain the Law of Diminishing Marginal Utility

The law of diminishing marginal utility states that as a person increases consumption of a product while keeping consumption of other products constant, there is a decline in the marginal utility derived from each additional unit consumed. This means that the marginal utility of a good or service declines as its availability increases.
03

The Importance of Marginal Utility in Consumer Decision Making

Marginal utility is more useful than total utility in consumer decision making because it provides insights on how much additional satisfaction a consumer will obtain from consuming one more unit of a good or service. This helps consumers determine whether the additional satisfaction (utility) is worth the price of the additional unit. With total utility, a consumer can only determine the total satisfaction from all units consumed, but cannot understand the impact of consuming one more unit.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Understanding the Law of Diminishing Marginal Utility
The law of diminishing marginal utility is a fundamental principle of economics that describes how the satisfaction (or utility) a consumer derives from consuming additional units of a good or service decreases with each extra unit obtained. For instance, while the first slice of pizza may provide substantial pleasure, the second or third slice might offer less satisfaction, and by the fourth slice, the added enjoyment may be minimal.

This concept can be illustrated by the example of drinking water when thirsty. The first glass quenches the thirst and provides high utility, but as one continues drinking, the marginal utility of each subsequent glass declines. Mathematically, marginal utility (MU) is represented by the change in total utility (TU) over the change in quantity (d(TU)/dq). As one consumes more, the incremental change in satisfaction falls, graphically showing a downward slope as quantity consumed increases.

It is essential for consumers and businesses to grasp this principle because it plays a critical role in decision-making regarding how much of a product to purchase and at what point additional consumption does not warrant the cost, leading to an optimal allocation of resources. This forms the crux of economic efficiency and rationale behind consumer choices.
Consumer Decision Making
Consumer decision making is a process that involves evaluating the additional satisfaction one might receive from consuming more of a good against the additional cost of consuming it. Marginal utility is pivotal in this process as it directly influences the choices consumers make. By assessing the marginal utility, consumers can identify the point at which purchasing an additional unit of a product is no longer beneficial for them.

This decision-making process can be observed through everyday experiences. For example, when shopping for groceries, a consumer may weigh the benefits of buying an extra carton of milk; if the marginal utility (or additional satisfaction) of that extra milk is less than its price, the rational choice would be to not buy it. This principle guides not just personal shopping habits but also complex financial decisions like investments and budget allocations. It underscores the economic notion that consumers aim for the 'maximization of utility', which means they seek to achieve the highest level of satisfaction within their budget constraints.
The Concept of Total Utility
Total utility represents the cumulative satisfaction a person receives from consuming a certain quantity of goods or services. Unlike marginal utility, which considers the change in satisfaction from each additional unit consumed, total utility measures the overall level of wellbeing or happiness that a consumer has obtained from all units consumed together.

Think of total utility as the total joy a child gets from playing with their toys. Each toy adds a certain amount of joy (marginal utility), and the sum of all this joy from all the toys is the total utility. In mathematical terms, total utility is the summation of the marginal utilities of all units consumed. However, in terms of consumer decision making, total utility is less informative than marginal utility as it doesn't provide insight into the value of the next unit consumed. To achieve the greatest satisfaction, consumers pay close attention to the marginal utility since it helps them determine the point where consuming one more unit is no longer worth the cost—a concept that stands at the very heart of rational consumer behavior.

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Most popular questions from this chapter

Define behavioral economics. What are the three common mistakes that consumers often make? Give an example of each mistake.

Maya spends her \(\$ 50\) budget on two goods, cans of tuna and bottles of ginger ale. Initially, the marginal utility per dollar she spends on tuna is equal to the marginal utility per dollar she spends on ginger ale. Then the price of ginger ale decreases, while her income and the price of tuna do not change. Determine whether each of the following statements about what happens as a result of the decrease in the price of ginger ale is true or false and briefly explain why. a. Her marginal utility from consuming ginger ale increases. b. The marginal utility per dollar she spends on ginger ale increases. c. Because of the substitution effect, Maya will buy more ginger ale. Therefore, we can conclude that ginger ale is a normal good. d. As Maya adjusts to the change in the price of ginger ale, her marginal utility per dollar spent on tuna will increase.

Someone who owns a townhouse wrote to a real estate advice columnist to ask whether he should sell his townhouse or wait and sell it in the future, when he hoped that prices would be higher. The columnist replied: "Ask yourself: Would you buy this townhouse today as an investment? Because every day you don't sell it, you're buying it." Do you agree with the columnist? In what sense are you buying something if you don't sell it? Should the owner's decision about whether to sell depend on what price he originally paid for the townhouse?

Marty and Ann discussed the rule of equal marginal utility per dollar spent, a topic that was recently covered in the economics course they were both taking: Marty: "When I use my calculator to divide the marginal utility of pizza by a price of zero, I don'\operatorname{tg} e t ~ a n ~ a n s w e r . ~ This result must mean that if pizza were being sold for a price of zero, the quantity demanded would be infinite." Ann: "Marty, that can't be true. No producer would be willing to 'sell' pizza, or any other product, for a zero price. Quantity demanded cannot be infinite, so zero prices cannot appear on demand curves and demand schedules." Suppose that Marty and Ann ask you for advice in resolving their disagreement. What would you tell them?

What is meant by a consumer's budget constraint? What is the rule of equal marginal utility per dollar spent?

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