3) True or False questions: a) Two countries can have the same level of GDP and population size, but different levels of Inequality. b) Two countries can have different levels of GDP and population size, but the same level of inequality. c): The ethical principles of inequality measurement (anonymity, population, relative income and Dalton transfers) are enough to compare any two income distributions in terms of relative inequality. [Hint: consider part e) in question1 above]
3) True or False questions: a) Two countries can have the same level of GDP and population size, but different levels of Inequality. b) Two countries can have different levels of GDP and population size, but the same level of inequality. c): The ethical principles of inequality measurement (anonymity, population, relative income and Dalton transfers) are enough to compare any two income distributions in terms of relative inequality. [Hint: consider part e) in question1 above]
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
Related questions
Question
![3) True or False questions:
a) Two countries can have the same level of GDP and population size, but different levels of
Inequality.
b) Two countries can have different levels of GDP and population size, but the same level of
inequality.
c): The ethical principles of inequality measurement (anonymity, population, relative income and
Dalton transfers) are enough to compare any two income distributions in terms of relative
inequality. [Hint: consider part e) in question 1 above]
To
mlate the GI](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2a53d51a-d800-450d-be38-d0fd48c6d2c0%2F03d76226-3535-43e0-9e92-9ddd4fc36166%2F57onyaj_processed.jpeg&w=3840&q=75)
Transcribed Image Text:3) True or False questions:
a) Two countries can have the same level of GDP and population size, but different levels of
Inequality.
b) Two countries can have different levels of GDP and population size, but the same level of
inequality.
c): The ethical principles of inequality measurement (anonymity, population, relative income and
Dalton transfers) are enough to compare any two income distributions in terms of relative
inequality. [Hint: consider part e) in question 1 above]
To
mlate the GI
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