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Take a look at Table 20-1. Suppose that the price of each digital app rises to \( 5.97. At the same time, the price of each portable power bank falls to \) 2.70. Income remains unchanged at $ 26. Rework the marginal-utility-per-dollars-spent columns and round each amount to the nearest one-tenth. What are the quantities of digital apps and portable power banks now purchased by this consumer?

Short Answer

Expert verified

the quantities of digital apps and portable power banks now purchased by this consumer are3units

Step by step solution

01

Given Information

price of each digital app rises to$5.97

price of each portable power bank falls $2.70

Income is$26

02

Explanation

We know,Marginal Utility=Change in No. of Units Consumed(ΔTU)Change in Total Utility(ΔQ)

Hence from the table, we can infer that the quantities of digital apps and portable power banks now purchased by this consumer are3units.

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Most popular questions from this chapter

Consider the movements that take place from one point to the next ( Ato Bto Cand so on) along the total utility curve as the individual successively increases consumption by one more unit, and answer the questions that follow.

a. Which one-unit increase in consumption from one point to the next along the total utility curve gencrates the highest marginal utility?

b. Which one-unit increase in consumption from one point to the next along the total utility curve gencrates zero marginal utility?

c. Which one-unit increase in consumption from one point to the next along the total utility curve generates negative marginal utility?

At a consumer optimum involving goods Aand B, the marginal utility of good A is twice the marginal utility of good B. The price of good B is $3.50. What is the price of good A?

The table below represents Sue's preferences for bottled water and soft drinks, the combination of which yields the same level of utility.

Calculate Sue's marginal rate of substitution of soft drinks for bottled water at each rate of consumption of water (or soft drinks). Relate the marginal rate of substitution to marginal utility.

Sue's monthly budget for bottled water and soft drinks is \(23. The price of bottled water is \)1 per bottle, and the price of soft drinks is $2 per bottle. Calculate the slope of Sue's budget constraint. Given this information and the information provided in Problem F-3, find the combination of goods that satisfies Sue's utility-maximization problem in light of her budget constraint.

Using your answer to Problem F-8, draw Sue's demand curve for soft drinks.

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