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Total utility is maximized when marginal utility becomes (positive, zero, negative) ________ .

Short Answer

Expert verified
Total utility is maximized when marginal utility is zero.

Step by step solution

01

Understanding Marginal Utility

Utility is a measure of satisfaction or benefit gained from consuming goods or services. Marginal utility refers to the additional satisfaction obtained from consuming one more unit of a product. Understanding how marginal utility behaves is crucial in determining how total utility changes.
02

Analyzing the Concept of Total Utility

Total utility is the cumulative satisfaction or benefit derived from consuming a certain quantity of goods or services. It increases with consumption up to a certain point. Our task is to find the condition under which total utility is maximized.
03

Exploring Marginal Utility's Role

When marginal utility is positive, consuming more increases total utility. When marginal utility is zero, the total utility is at its maximum, as adding more units doesn't increase satisfaction. When marginal utility is negative, consuming more decreases total utility.
04

Determining the Maximum Point

Total utility reaches its maximum when marginal utility is zero. This is because adding more units beyond this point would not improve the total satisfaction and might start decreasing if marginal utility turns negative.

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Key Concepts

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

Total Utility
Total utility is the overall satisfaction one receives from consuming a certain quantity of goods or services. It's like adding up all the happiness you get from each item you use. Imagine you're eating pieces of chocolate, and each piece gives you a certain amount of joy. Total utility sums up all this joy from the first bite to the last.
As you keep enjoying your chocolate, the total pleasure increases, but only to a certain point. Beyond that point, eating more might not add to your happiness or might even make you feel less satisfied.
This concept is vital because it reminds us that there is a limit to how much satisfaction we can derive from something, highlighting the principle of diminishing returns, which is fundamental in economics.
Utility Maximization
Utility maximization is the process of gaining the highest possible satisfaction from consuming goods and services given our resources, like money or time.
Think of this as trying to find the perfect balance in your choices that gives you the most happiness. You aim to get as much satisfaction as possible without going overboard. When making decisions, you have to consider the cost versus the benefit of each option.
The trickiest part is identifying when you've reached the peak of your satisfaction. This happens precisely when the marginal utility, the extra satisfaction from one more unit, becomes zero.
  • Up to this point, more consumption leads to more total utility.
  • Once marginal utility hits zero, additional consumption doesn't add to your happiness.
  • If marginal utility turns negative, adding more could actually decrease your total satisfaction.
This approach helps consumers make smart choices on how to spend their money effectively.
Economic Concepts
Economic concepts like total utility and utility maximization are core elements in understanding consumer behavior in economics. They help explain how we make choices about what to buy and consume every day.
These ideas hinge on the balance of costs and benefits, where individuals aim to maximize their overall happiness within the constraints of their budgets. Economists use these concepts to predict patterns in spending and resource allocation.
  • Marginal utility plays a crucial role as it influences decision-making.
  • Total utility helps gauge the overall gain from consumption.
  • Utility maximization represents the ideal economic behavior.
Understanding these concepts not only helps in academic exercises but also provides insight into practical decision-making and understanding market dynamics. By grasping these principles, one can better appreciate how economic forces shape various aspects of life, influencing everything from the prices we pay to the products we choose to purchase.

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Most popular questions from this chapter

Say whether each of the following situations is an example of altruism or reciprocity. [LO 7.5] a. Giving a few canned goods to the local food bank for its annual food drive. b. Helping someone move her couch after she helped you study for an upcoming exam. c. The biological relationship between cleaner fish and large predators in the ocean, in which cleaner fish keep the predator free from parasites and the predator keeps the cleaner fish safe.

Jordan visits her sister several times a year. Jordan's travel budget is \(\$ 600,\) which she uses to buy bus tickets and train tickets. The train costs \(\$ 120\) per trip, and the bus costs \(\$ 40 .[\mathrm{LO} 7.2,7.3]\) a. Graph Jordan's budget constraint. b. How many total trips can Jordan take if she takes the train three times? c. Suppose Jordan's travel budget is cut to \(\$ 360 .\) Draw her new budget constraint. d. How many train trips can she take if she doesn't want to reduce the total number of trips she takes each year?

For which of the following goods is the utility you get from consuming them likely to be affected by the opinions of others? [LO 7.5] a. MP3s. b. A new car. c. Running shoes. d. A new laptop for class.

Hideki attends baseball games and goes to movie theaters. Baseball tickets cost \(\$ 15,\) and movie tickets cost \(\$ 10 .\) His entertainment budget is \(\$ 180\). \(\left[\mathrm{LO}_{7.4}\right]\) a. Graph Hideki's budget constraint for baseball and movie tickets. b. Suppose the home team is having a good season, and the price of baseball tickets goes up to \(\$ 20\) per game. Graph the new budget constraint. c. Assuming that baseball and movie tickets are normal goods, what can you say about the quantity of each good that Hideki will consume after the price of baseball tickets goes up? Will the quantity of baseball games he attends increase or decrease, or is the change uncertain? Will the quantity of movies he watches increase or decrease, or is the change uncertain?

Petra has \(\$ 480\) to spend on DVDs and books. A book costs \(\$ 24\) and a DVD costs \(\$ 15\). [LO 7.2] a. Write an equation for the budget constraint. Let \(x=\) books. Let \(y=\) DVDs. b. Use your equation to determine how many books Petra can buy if she buys 8 DVDs.

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