Question

If at the current consumption bundle where all income is spent, the slope of the indifference...

If at the current consumption bundle where all income is spent, the slope of the indifference curve at this bundle is steeper than the slope of the budget line, and X is on the horizontal axis

a. the consumer is willing to give up more of good Y to get an additional unit of good X than is necessary under the current market prices.

b. MRS < PX /PY.

c. MRS = - PX /PY.

d. the consumer is willing to give up more of good X to get an additional unit of good Y than is necessary under the current market prices.

Homework Answers

Answer #1

The answer is a.

a. the consumer is willing to give up more of good Y to get an additional unit of good X than is necessary under the current market prices.

The MRS is the slope of the indifference curve and Px/Py is the slope of the budget constraint.This means that the marginal rate of substitution is higher than the ratio of the price of x to the price of y.The marginal utility per dollar spent on good X is greater than the marginal utility per dollar spent on good Y.

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
A consumer has typically shaped indifference curves and budget constraint and is currently spending all her...
A consumer has typically shaped indifference curves and budget constraint and is currently spending all her income. She is consuming a bundle of goods such that her MRSXY is greater than PX /PY . This consumer could increase her utility by: a. consuming more of good X and less of good Y b. consuming more of good Y and less of good X c. neither of the above because we can tell she is already maximizing utility because she is...
2.At the bundle (x, y) = (2, 4), what is the MRS of the utility function...
2.At the bundle (x, y) = (2, 4), what is the MRS of the utility function U = 3x + 4y? 1.You currently have (x, y) = (4, 1) and your utility function is U = min{x, 4y}. How many units of x are you willing to give up to get another unit of y? 3. You are currently at the bundle (x, y) = (4, 2) with a utility function U = (3/4) ln(x) + (1/4)ln(y). I offer you...
Joy has utility function ?(?, ?) and she is currently spending all of her income on...
Joy has utility function ?(?, ?) and she is currently spending all of her income on positive (non-zero) amounts of goods ? and ?. ?? = 12 and ?? = 10. At Joy’s current consumption bundle ??(?,?) ?? = 21 and ??(?,?) ?? = 7. 2a. Use indifference curves and budget constraints to illustrate Joy’s current situation. Calculate all slopes and show them in your diagram. 2b. Assume that one unit of ? is a small amount. How much ?...
Homework Assignment 5 1. U = XY where MRS = Y/X; I = 1500, Px =...
Homework Assignment 5 1. U = XY where MRS = Y/X; I = 1500, Px = Py = 15, A. Derive optimal consumption bundle. B. If Px increases to be $30, derive the new optimal consumption bundle C. Using the results from A and B, derive the individual demand for good X assuming the demand is linear. 2. Assuming the market has two consumers for a very special GPU and their individual demands are given below Consumer A: P =...
Consider a perfectly competitive market system with two goods. Every member of two groups of individuals...
Consider a perfectly competitive market system with two goods. Every member of two groups of individuals is trying to maximize his/her own utility. There are 10 people in group A, and each has the utility function U(xA,yA)=xA0.7yA0.3; and there are 5 people in group B, each has the utility function U(xB,yB)= xB + yB. Suppose that the initial endowment is that each individual in group A has 40 units of good x and 45 units of good y, and each...
Consider a pure exchange 2x2 edgeworth box economy model where each individual has preferences given by:...
Consider a pure exchange 2x2 edgeworth box economy model where each individual has preferences given by: u(x,y) = ln(x) + ln(y) Consumer A is endowed with 1 unit of x and 2 units of y. Consumer B is endowed with 3 units of x and 1 unit of y. If the prices of good x and y are given by the vector (px, py) = (1, 1), which of the following statements are true? (check all that apply) 1) there...
If the optimum bundle is a "corner solution" on the budget constraint then which statement must...
If the optimum bundle is a "corner solution" on the budget constraint then which statement must be true? Let's say you buy all of good X on the x-axis if you want to draw the graph...which is a good idea. A. You get no utility from the good on the y-axis. B. The price is too high for good on the y-axis. C. You get more utility from the last unit of good X than the first unit of the...
1. Suppose utility for a consumer over food(x) and clothing(y) is represented by u(x,y) = 915xy....
1. Suppose utility for a consumer over food(x) and clothing(y) is represented by u(x,y) = 915xy. Find the optimal values of x and y as a function of the prices px and py with an income level m. px and py are the prices of good x and y respectively. 2. Consider a utility function that represents preferences: u(x,y) = min{80x,40y} Find the optimal values of x and y as a function of the prices px and py with an...
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....
Question 1 The following are key characteristics of Indifference Curves, EXCEPT: A. Each indifference curve identifies...
Question 1 The following are key characteristics of Indifference Curves, EXCEPT: A. Each indifference curve identifies the combinations of X and Y where the consumer is equaly happy. B. Indifference curves are convex to the origin because X and Y are assumed to be close substitutes. C. For any combination of X and Y there is one and only one Indifference Curve. D. Indifference curves cannot logically cross between them if preferences are well defined. Question 2 The following are...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT