Please refer to the following information to answer the question (in bold) below: You enjoy consuming apples (A) and oranges (O). Suppose that your utility function over both goods is given by Your marginal utility function for apples is Your marginal utility function for oranges is U (A, O) = A0³ MUA = 0³ MUO = 340² . Currently, the price of apples is $10/peck, the price of oranges is $5/pound, and your income is $160. Assume that apples are your horizontal axis good and oranges are your vertical axis good. Let's say the price of oranges rises to $10/pound of oranges. Can you still afford your optimal bundle at the original consumer equilibrium (when the price of oranges was $5/pound)? [Select] When you set up the optimal decision rule for your new consumer problem (after the price change), which of the following statements best describes how much you will buy of apples û and oranges at your new consumer equilibrium? [Select]

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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1. A) Yes, you can still afford the bundle at your previous consumer equilibrium B) No, you now cannot afford the bundle at your previous consumer equilibrium C) It is uncertain whether or not you can still afford the bundle at your previous consumer equilibrium

2. A) For each peck of apples, you will buy 1/3 pounds of oranges B)For each peck of apples, you will buy 1 pounds of oranges C)For each peck of apples, you will buy 3 pounds of oranges D) For each peck of apples, you will buy 6 pounds of oranges

Please refer to the following information to answer the question (in bold) below:
You enjoy consuming apples (A) and oranges (O). Suppose that your utility function over both goods is given
by
. Your marginal utility function for apples is
. Your marginal utility function for oranges is
U (A,O) = A0³
MUA
=
MUO =
0³
3A0²
Currently, the price of apples is $10/peck, the price of oranges is $5/pound, and your income is $160.
Assume that apples are your horizontal axis good and oranges are your vertical axis good.
Let's say the price of oranges rises to $10/pound of oranges.
Can you still afford your optimal bundle at the original consumer equilibrium (when the
price of oranges was $5/pound)? [Select]
When you set up the optimal decision rule for your new consumer problem (after the price
change), which of the following statements best describes how much you will buy of apples
and oranges at your new consumer equilibrium? [Select]
Transcribed Image Text:Please refer to the following information to answer the question (in bold) below: You enjoy consuming apples (A) and oranges (O). Suppose that your utility function over both goods is given by . Your marginal utility function for apples is . Your marginal utility function for oranges is U (A,O) = A0³ MUA = MUO = 0³ 3A0² Currently, the price of apples is $10/peck, the price of oranges is $5/pound, and your income is $160. Assume that apples are your horizontal axis good and oranges are your vertical axis good. Let's say the price of oranges rises to $10/pound of oranges. Can you still afford your optimal bundle at the original consumer equilibrium (when the price of oranges was $5/pound)? [Select] When you set up the optimal decision rule for your new consumer problem (after the price change), which of the following statements best describes how much you will buy of apples and oranges at your new consumer equilibrium? [Select]
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