Question

2. (3 pts.) Given the graph below: a. At point A is MRS equal to, greater than, or less than the ratio of the prices (circle one b. Will they buy more of Y or more of X or maintain the combination of goods at A to c. What will the value of the MRS be when the consumer is maximizing their utility given option)? maximize their utility (circle one option)? the budget line shown in the graph? 10

0 0
Add a comment Improve this question Transcribed image text
Answer #1

(1) At point A, MRS is equal to the ratio of prices.

At point A, consumer is spending all of his/her income but still there is a chance to consume on higher IC and get higher utility at the tangency between budget line and higher IC.

(2). Consumer will buy more of Y at the tangency between budget line and higher IC.

(3). Consumer maximize utility at the tangent point, occurs between budget line and IC.

So that at maximizing utility point, slope of IC (I e., MRS) and slope of budget line (i.e. Px / Py) is equal.

MRS = Px / Py

MRS = slope of budget line.

MRS= 10 / 5.

MRS = 2.

Thus, MRS will be 2 when the consumer is maximizing their utility.

Add a comment
Know the answer?
Add Answer to:
2. (3 pts.) Given the graph below: a. At point A is MRS equal to, greater...
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. Our experts will answer your question WITHIN MINUTES for Free.
Similar Homework Help Questions
  • Name 1. (3 pts.) Draw the budget lines representing the following information. In each case identify...

    Name 1. (3 pts.) Draw the budget lines representing the following information. In each case identify the numerical value of the intercepts of the budget line and the slope. a. Initially assume: M-150, P 3, Py-5.Redraw the budget line on the same graph assuming l 90, P 3, Py 5 b. Initially assume: M- 150, Px 3, Py 5. Redraw the budget line assuming Px rose to $6 c. Initially assume: M : 150, Px-3, P,-5, Redraw the budget line...

  • 1. (5 pts.) If U X13y23, M 120, Px-2, and Py-10, find the utility-maximizing combination of...

    1. (5 pts.) If U X13y23, M 120, Px-2, and Py-10, find the utility-maximizing combination of X and Y using the Lagrangian multiplier. Also find the MRS and the ratio of the prices at the utility-maximizing combination. Show your work on a separate page. a. Units of X b. Units of Y c. MRS d. Px/Py

  • This quiz works through the utility maximization problem for Martina. Let's assume Martina's preferences are given...

    This quiz works through the utility maximization problem for Martina. Let's assume Martina's preferences are given by U(X,Y) = X1/3Y2/3 and her income is equal to $500. Prices for goods X and Y are equal to PX = $4 and PY = $2. A) What is the value of Martina's marginal rate of substitution (MRS) at (X, Y) = (2, 20)? B) What is the |slope| of Martina's budget constraint? (Enter an integer) C) If Martina purchased only good X,...

  • can you please explain this deeply? thank you Question 7 Consider a consumer with preferences over...

    can you please explain this deeply? thank you Question 7 Consider a consumer with preferences over two goods 1 and 2. Assume that the horizontal axis pertains to the amount of good 1 and the vertical axis pertains to the amount of good 2. Suppose that, given the consumption bundle r = 10 and y = 10, a consumer's MRS (marginal rate of substitution) is equal (in absolute value) to 4. The price of good 1 is $1, the price...

  • Be found in a connect 2. Mrs. Simpson buys loaves of bread and quarts of milk each week at prices...

    be found in a connect 2. Mrs. Simpson buys loaves of bread and quarts of milk each week at prices of $1 and 80 cents, respectively. At present she is buying these products in amounts such that the marginal utilities from the last units purchased of the two products are 80 and 70 utils, respectively. Is she buying the utility-maximizing combination of bread and milk? If not, how should she reallo- cate her expenditures between the two goods? LO7.2 T...

  • 1. Megan has $50 in their budget. Given the following graph what's the MRS at her...

    1. Megan has $50 in their budget. Given the following graph what's the MRS at her optimal consumption bundle? 2. The demand curve for airplanes is: Qc=15,000 - .2Pc - 800Pg where Qc is the quantity of airplanes, Pc is the price of airplanes and Pg is the price of gasoline. By what quantity does the demand for airplanes change if the price of gasoline goes down by $.50? a) 400 b) 800   c) -400 d) -800 e) Can’t be...

  • General Equilibrium: Consider an economy that can produce tacos (X) and hamburgers (Y). Let the production possibilities...

    General Equilibrium: Consider an economy that can produce tacos (X) and hamburgers (Y). Let the production possibilities frontier (PPF) be Y2 = 100-4X2 (Eq. 1) or, equivalently ? = √100 − 4?2 (Eq. 2) (for positive values of tacos and hamburgers). This means that the rate of product transformation (RPT), the number of hamburgers that must be given up to get one more taco along the PPF, is − ??/?? = 4?/(√100−4?2) a. Suppose initially that the price of X...

  • 2. Suppose that Peggy’s marginal rate of substitution of two goods (MRSXY) is greater than the...

    2. Suppose that Peggy’s marginal rate of substitution of two goods (MRSXY) is greater than the relative price ratio (Px/Py) in absolute value. Assuming that a diagram of Peggy’s budget constraint reflects the quantities of good Y measured on the vertical axis and quantities of good X measured on the horizontal axis, she will Buy more of good Y and move down the budget line Buy more of good Y and move up the budget line Buy more of good...

  • Need this answered as soon as possible 5. General Equilibrium: Consider an economy that can produce bowls of chili...

    Need this answered as soon as possible 5. General Equilibrium: Consider an economy that can produce bowls of chili (X) and hot dogs (Y). Let the production possibilities frontier (PPF) be Y = 100-4X (Eq. 1) or equivalently Y = V100 - 4X2 (Eq. 2) (for positive values of chili and hot dogs). This means that the rate of product transformation (RPT), the number of hot dogs that must be given up to get one more bowl of chili along...

  • 1. answer it only numerical values. 2. A person has a Cobb Douglas utility function for...

    1. answer it only numerical values. 2. A person has a Cobb Douglas utility function for two goods X and Y. If the price of a X increases and the budget stays the same, the utility maximizing person __________. Cannot be determined from the information will consume less of Y will only consume Y will consume less of both goods will have lower utility Sara has $40 in her budget. Given the following graph, what is the MRS of her...

ADVERTISEMENT
Free Homework Help App
Download From Google Play
Scan Your Homework
to Get Instant Free Answers
Need Online Homework Help?
Ask a Question
Get Answers For Free
Most questions answered within 3 hours.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT