Econ 200 Consumer Choice Notes

Consumer Choice Notes

Consumer Theory

  • Consumer theory focuses on how individuals maximize their utility, given their budget constraints.

  • Key aspects include:

    • Understanding how revealed preferences relate to utility.

    • Analyzing how budget constraints impact utility maximization.

    • Examining how income affects consumption choices.

    • Determining how prices affect consumption choices, distinguishing between income and substitution effects.

  • An introduction to behavioral economics is also provided.

How Consumers Make Decisions

  • Consumers make decisions based on:

    • Utility: The satisfaction derived from consuming goods or services.

    • Budget constraints: The limits on consumption based on income and prices.

Utility Basics

  • Utility:

    • Measures the amount of satisfaction a person derives from consuming something.

    • Incorporates emotions and sensations.

    • Serves as a universal measure, allowing individuals to compare choices.

    • Is typically not comparable across individuals.

    • Rational individuals aim to maximize utility when making choices.

  • Utility is a quantitative measure of consumers' preferences.

Utility Functions

  • A utility function is a formula for calculating the total utility a person derives from consuming a particular bundle of goods and services.

  • Utility functions quantify preferences.

  • Utility measurements are relative, not absolute.

  • Example: If Sarah receives a utility of 3 for each serving of mac-n-cheese, 2 for broccoli, and 8 for ice cream:

    • If she consumes 1 serving of mac-n-cheese, 2 servings of broccoli, and 2 of ice cream, her total utility is (3×1)+(2×2)+(8×2)=23(3 \times 1) + (2 \times 2) + (8 \times 2) = 23.

Marginal Utility

  • Marginal utility relates to the principle of diminishing marginal benefit.

  • Diminishing marginal utility:

    • As individuals consume more of a good or service, the utility from each additional unit decreases.

  • Marginal utility is the change in total utility from consuming an additional unit of a good or service.

  • Marginal utility can sometimes be negative.

  • It’s possible for marginal utility to stay the same or increase initially, but it eventually decreases.

  • Example: $5 Burrito Special

    • 1st burrito: Benefit = $12, Cost = $5

    • 2nd burrito: Benefit = $7, Cost = $5

    • 3rd burrito: Benefit = $2, Cost = $5

    • 4th burrito: Benefit = $0.05, Cost = $5

    • 5th burrito: Benefit = -$3, Cost = $5

Principle of Diminishing Marginal Utility

  • States that the additional utility gained from consuming successive units of a good or service tends to be smaller than the utility gained from the previous unit.

  • Total utility increases with each scoop of ice cream until it reaches a maximum point, after which it may decrease.

  • Marginal utility measures the per-unit utility from each scoop of ice cream.

  • An individual maximizes utility when total utility is greatest or marginal utility is zero.

Constrained Utility Maximization

  • Individuals have many wants but are limited by time and money.

  • Rational individuals maximize utility within these constraints by spending resources on the bundle that yields the highest possible total utility.

  • A budget constraint shows all possible combinations of goods and services a consumer can buy with a given income.

  • Example:

    • Movie ticket price = $15, Concert ticket price = $30, Income = $120

    • Point A: All income spent on movies (8 movie tickets).

    • Point B: Income spent on both goods (4 movie and 2 concert tickets).

    • Point C: All income spent on concerts (4 concert tickets).

    • Represents all feasible bundles.

Bundles and Budget Constraints

  • A bundle is a specific combination of goods and services an individual could consume.

  • Bundles outside the budget constraint are not feasible.

  • Example: Feasible bundles with movie ticket price of $15, concert ticket price of $30, and income of $120:

    • Bundle A: 0 Concert tickets, 8 Movie tickets, Total cost = $120

    • Bundle B: 1 Concert ticket, 6 Movie tickets, Total cost = $120

    • Bundle C: 2 Concert tickets, 4 Movie tickets, Total cost = $120

    • Bundle D: 3 Concert tickets, 2 Movie tickets, Total cost = $120

    • Bundle E: 4 Concert tickets, 0 Movie tickets, Total cost = $120

  • Equation: 15Y+30X=12015Y + 30X = 120 or P<em>y×Y+P</em>x×X=IncomeP<em>y \times Y + P</em>x \times X = Income

    • Amount spent on Y (movie tickets) + amount spent on X (concert tickets) = income

Maximizing Utility

  • Example: Movie ticket price = $15, concert ticket price = $30, income = $120

    • Equation: 15Y+30X=12015Y + 30X = 120 or Y+2X=8Y + 2X = 8

  • Utility from movie tickets:

    • Tickets: 1, Marginal utility: 95, Total utility: 95

    • Tickets: 2, Marginal utility: 95, Total utility: 190

    • Tickets: 3, Marginal utility: 95, Total utility: 285

    • Tickets: 4, Marginal utility: 80, Total utility: 365

    • Tickets: 5, Marginal utility: 65, Total utility: 430

    • Tickets: 6, Marginal utility: 35, Total utility: 465

    • Tickets: 7, Marginal utility: 10, Total utility: 475

    • Tickets: 8, Marginal utility: -10, Total utility: 465

  • Utility from concert tickets:

    • Tickets: 1, Marginal utility: 100, Total utility: 100

    • Tickets: 2, Marginal utility: 85, Total utility: 185

    • Tickets: 3, Marginal utility: 25, Total utility: 210

    • Tickets: 4, Marginal utility: 0, Total utility: 210

Maximizing Total Utility

  • Bundle B (1 concert ticket and 6 movie tickets) has the highest total utility and is the preferred bundle.

  • A rational consumer spends all income on the combination of movie and concert tickets that maximizes utility.

  • To maximize total utility, the total utility of each feasible bundle is identified and compared.

  • Example:

    • Bundle A: 0 Concert tickets, 8 Movie tickets, Utility from movie tickets: 465, Utility from concert tickets: 0, Total utility: 465

    • Bundle B: 1 Concert ticket, 6 Movie tickets, Utility from movie tickets: 465, Utility from concert tickets: 100, Total utility: 565

    • Bundle C: 2 Concert tickets, 4 Movie tickets, Utility from movie tickets: 365, Utility from concert tickets: 185, Total utility: 550

    • Bundle D: 3 Concert tickets, 2 Movie tickets, Utility from movie tickets: 190, Utility from concert tickets: 210, Total utility: 400

    • Bundle E: 4 Concert tickets, 0 Movie tickets, Utility from movie tickets: 0, Utility from concert tickets: 210, Total utility: 210

  • Utility falls as one moves away from the preferred bundle, B.

Income Changes

  • When income increases, more bundles of goods and services become affordable.

  • When income decreases, fewer bundles are affordable, and consumers will likely cut consumption of some goods.

  • An increase in income is represented by shifting the entire budget line outward.

Effect of an Increase in Income

  • An increase in income allows individuals to afford more goods.

  • The entire budget line shifts outward.

  • Example: Income increases from $120 to $180, new budget constraint: 15Y+30X=18015Y + 30X = 180

  • The consumer can now afford as many as 12 movie tickets or 6 concert tickets.

Responding to Changes in Prices

  • When prices change, an individual’s budget constraint is affected in two ways:

    • Income effect: Consumption changes due to increased effective wealth from a lower price.

    • Substitution effect: Change in consumption results from a change in the relative price of goods.

  • The opportunity cost of consuming a good changes as prices change.

  • A price change causes the budget line to rotate.

Effect of a Price Change

  • When the price of one good changes, the budget constraint rotates outward.

  • Example: The price of a movie ticket decreases from $15 to $10, new budget constraint: 10Y+30X=12010Y + 30X = 120

  • 12 movie tickets are now affordable.

  • Income and Substitution Effects Example:

    • Sam has $200 a month to spend on tanning sessions and rounds of golf.

    • Tanning sessions are $20 each; a round of golf is $40.

    • Sam currently consumes six tanning sessions and two rounds of golf each month.

    • If the price of a round of golf drops to $20, the income effect predicts that Sam will increase his consumption of both rounds of golf and tanning sessions.

    • The income and substitution effects will cause Sam's consumption of tanning sessions to change, but the direction depends on which effect is stronger.

Introduction to Behavioral Economics

  • Behavioral economics studies why individuals appear to act irrationally by applying insights from psychology.

  • Key topics include:

    • Time inconsistency and its effects on procrastination and self-control.

    • Why sunk costs should be ignored in decision-making.

    • Opportunity costs that people often undervalue and how this distorts decision-making.

Time Inconsistency

  • Occurs when present self and future self are at odds.

  • Individuals struggle with procrastination and temptation, failing to complete planned actions.

  • Characterized by individuals changing their minds about what they want simply because of the timing of the decision.

  • Individuals can hold two inconsistent sets of preferences:

    1. What we would like to want in the future.

    2. What we will want in the future, when the future comes.

  • Optimal decision at one point in time is not optimal at another point.

Procrastination

  • Time inconsistency helps explain behaviors like procrastination and lack of self-control.

  • Characterized by two selves:

    • Future-oriented self: Clear-sighted preferences to get things done.

    • Present-oriented self: Backslides when faced with alternative choices now.

Time Inconsistency and Commitment

  • Individuals aware of their time-inconsistent preferences often seek ways to remove temptation.

  • A commitment device can be used to help fulfill a plan for future behavior that would otherwise be difficult.

    • Increasing the cost of engaging in certain activities.

    • Blocking that activity from your choice set.

Irrational Thinking About Costs

  • People weigh the trade-off between costs and benefits to make decisions.

  • Rational people act if the benefits of doing something are greater than the opportunity cost.

  • Individuals don't always weigh costs and benefits rationally due to:

    • Failing to ignore sunk costs.

    • Undervaluing opportunity costs.

  • This erroneous decision-making is an example of cognitive bias.

Sunk-Cost Fallacy

  • Individuals remain engaged in an activity even though the benefit of continuing is less than the opportunity cost, especially if a cost was incurred to engage in the activity.

  • It is hard for individuals to accept losses.

  • Costs that cannot be recovered are irrelevant to whether an individual should remain engaged in the activity or select a new activity.

Undervaluing Opportunity Cost

  • When making a decision, sometimes the alternative is not readily apparent.

  • This causes individuals to overvalue the benefits and undervalue the opportunity cost of the not-selected alternative.

  • People tend to undervalue opportunity costs when they are nonmonetary:

    • Individuals’ time cost.

    • Implicit cost of ownership: Overvaluing items that are owned.

Summary

  • For many decisions, individuals act rationally.

  • For some decisions, it appears that individuals are not acting in what is in their best interest.

  • Many of these irrationalities are due to pitfalls in the way humans think.

  • Understanding these human tendencies can help individuals avoid common decision-making pitfalls.