Question

Liam has $100 and spends his income on scratchers tickets (priced at $1 per ticket) and...

Liam has $100 and spends his income on scratchers tickets (priced at $1 per ticket) and guitar strings (priced at $4) per set.

A. Graph Liam’s budget constraint, putting guitar strings on the horizontal axis and scratchers tickets on the vertical axis. Using an indifference curve, show Liam’s optimal consumption bundle if Liam buys 60 scratchers tickets.

B. Suppose Liam’s income increases to by $20 (his income increases to $120). Adding a new budget constraint and indifference curve to your original graph, show Liam’s new optimal consumption bundle, assuming guitar strings are normal goods and scratchers tickets are inferior goods.

C. Draw the Engel curve for scratchers tickets

Homework Answers

Answer #1

Sol

Given income = $100, price of guitar string = $4 and price of scratcher ticket = $1

A

60 scratcher ticket bought , so 10 guitar strings can be bought from remaining money.

AB is the budget line and e1 the equilibrium point.

B

CD is budget line after income increased by 20%, and e2 is new equilibrium point.

C

Since scrather ticket is inferior it's consumption declines after increase in income and Engel curve is negatively sloped.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
7. Suppose you have the following utility function for two goods: u(x1, x2) = x 1/3...
7. Suppose you have the following utility function for two goods: u(x1, x2) = x 1/3 1 x 2/3 2 . Suppose your initial income is I, and prices are p1 and p2. (a) Suppose I = 400, p1 = 2.5, and p2 = 5. Solve for the optimal bundle. Graph the budget constraint with x1 on the horizontal axis, and the indifference curve for that bundle. Label all relevant points (b) Suppose I = 600, p1 = 2.5, and...
You have an income of $80 to spend on movie tickets and the composite good (all...
You have an income of $80 to spend on movie tickets and the composite good (all other goods), Y. Movie tickets cost $8 per ticket and Y costs $16 per unit. Write an equation for your budget constraint. If you spent all your income on movie tickets, how much could you buy? What is the opportunity cost of movie tickets in terms of Good Y? If you spent all your income on Good Y, how much could you buy? Graph...
You have an income of $80 to spend on movie tickets and the composite good (all...
You have an income of $80 to spend on movie tickets and the composite good (all other goods), Y. Movie tickets cost $8 per ticket and Y costs $16 per unit. Write an equation for your budget constraint. If you spent all your income on movie tickets, how much could you buy? What is the opportunity cost of movie tickets in terms of Good Y? If you spent all your income on Good Y, how much could you buy? Graph...
Josh only spends his discretionary money ($210) on chocolate truffles (priced at $9a box) and comic...
Josh only spends his discretionary money ($210) on chocolate truffles (priced at $9a box) and comic books (p=$3 per comic book). His utility function is of the Cobb-Douglas form with a=0.3 1. Write the new budget constraint for Josh and his utility function. 2. What is the marginal rate of substitution between chocolate truffles and comic books for Josh? 3. Solve for his optimal consumption bundle. Utility Function: Q1^0.3 Q2^0.7 Budget Constraint: 9Q1+3Q2=210
3. Nora enjoys fish (F) and chips(C). Her utility function is U(C, F) = 2CF. Her...
3. Nora enjoys fish (F) and chips(C). Her utility function is U(C, F) = 2CF. Her income is B per month. The price of fish is PF and the price of chips is PC. Place fish on the horizontal axis and chips on the vertical axis in the diagrams involving indifference curves and budget lines. (a) What is the equation for Nora’s budget line? (b) The marginal utility of fish is MUF = 2C and the Marginal utility of chips...
1. A student has an income of $100 and buys only 2 goods: pizza and books....
1. A student has an income of $100 and buys only 2 goods: pizza and books. A pizza costs $2 a slice and books cost $10 each. At the student’s present level of consumption, his marginal utility of pizza is 4 and his marginal utility of books is 2. At the current level of consumption, is the student maximizing his level of utility given his budget constraint?    b. Draw a graph showing his current consumption point using indifference curves...
Consider a student who purchases education (x) and other goods (y). The student has preferences over...
Consider a student who purchases education (x) and other goods (y). The student has preferences over these goods given by u(x, y) = ln(x) + 3ln(y). The prices of education and other goods are, respectively, px = 10 and py = 5, and the student’s income is I = 20. A. Graph the budget constraint, IEP, optimal bundle (x ∗ , y∗ ), and the indifference curve passing through the optimal consumption bundle. Label all curves, axes, slopes, and intercepts....
1. A consumer has the utility function U = min(2X, 5Y ). The budget constraint isPXX+PYY...
1. A consumer has the utility function U = min(2X, 5Y ). The budget constraint isPXX+PYY =I. (a) Given the consumer’s utility function, how does the consumer view these two goods? In other words, are they perfect substitutes, perfect complements, or are somewhat substitutable? (2 points) (b) Solve for the consumer’s demand functions, X∗ and Y ∗. (5 points) (c) Assume PX = 3, PY = 2, and I = 200. What is the consumer’s optimal bundle? (2 points) 2....
Chester consumes only bread (b) and cheese (c); his utility function is U(b,c) = bc. In...
Chester consumes only bread (b) and cheese (c); his utility function is U(b,c) = bc. In Chester’s town, cheese is sold in an unusual way. The more cheese you buy, the higher the price you have to pay. In particular, c units of cheese cost Chester c2 dollars. Bread is sold in the usual way (i.e., at a constant price) and the per-unit price of bread is pb > 0. Chester’s income is m dollars. (a) Write down Chester’s budget...
Smith lives in a world with two time periods: current period and future period. His income...
Smith lives in a world with two time periods: current period and future period. His income in each period is $10,000. A) Draw his intertemporal budget constraint when the interest rate is 33%. B) If Smith consumes $10,000 in each period, show his best affordable bundle and the indifference curve that passes through it. C) Graphically show how Smith's current consumption changes when the interest rate falls to 0%.