Which of the following statements is/are TRUE? I. Country C has the least inequality in income distribution. II. The distribution of income in Country A is more equitable than in Country B. III. Country C has the highest Gini index. IV. There is greater inequality in income distribution in Country B than in Country C.

Which of the following statements is/are TRUE? I. Country C has the least inequality in income distribution. II. The distribution of income in Country A is more equitable than in Country B. III. Country C has the highest Gini index. IV. There is greater inequality in income distribution in Country B than in Country C.

Micro Economics For Today

10th Edition

ISBN:9781337613064

Author:Tucker, Irvin B.

Publisher:Tucker, Irvin B.

Chapter12: Income Distribution, Poverty, And Discrimination

Section12.2: Poverty

Problem 1YTE

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Q2] Given is the data for Country A and B: Population Fraction Country A's Income Country B's Income bottom 25% 5 million 10 million 2nd 25% 10 million 15 million 3rd 25% 30 million 20 million top 25% 55 million 55 million a) Compute the cumulative income share and neatly plot (using Excel) the Lorenz curve for these two countries with labels. Feel free to use excel template that I have uploaded and copy paste the plot. b) Compute the Gini coefficient assuming the region beneath the two respective Lorenz curve is For country A = 0.2875 For country B = 0.3250
-Suppose Country A and Country B have the followingpopulation and income distributions: Draw a Lorenz Curve for each country. Additionally, comment on which country ismore unequal.
Can you do this on excel? Please give me step by step solution on how to make it. Thanks
The figure below is the Lorenz curve of a population. Based on this figure, which of the following statements are correct? Cumulative share of land (%) Landowners' share of land 100- 30 ר 0 Perfect equality line 50 80 100 Cumulative share of the population from least to most land owned (%) O 50% of the population owns 20% of the land. 30% of the population owns 1% of the land each. O 20% of the population owns 2% of the land each. The bottom 80% own 70% of the land
3. Comparing Gini coefficients of different countries Aa Aa The following diagram shows the Lorenz curves for three countries. Country X's Lorenz curve is shown in blue, Country Y's Lorenz curve is shown in red, and Country Z's Lorenz curve is shown in green. Region I is the area above Country X's Lorenz curve and below the 45-degree line. Region II is the area below Country X's Lorenz curve and above Country Y's Lorenz curve. Region III is the area below Country Y's Lorenz curve and above Country Z's Lorenz curve. Region IV is the area below Country Z's Lorenz curve. INCOME (Cumulative percent) 100 80 60 40 20 0 The Gini coefficient for Country Z is given by Couny X 20 Country Y Country Z 11 III 60 IV 40 100 HOUSEHOLDS (Cumulative percent) 80 has the highest Gini coefficient.
Imagine an economy with only two people. Larry earns $20,000 per year, while Roger earns $80,000 per year. As shown in the following figure, the Lorenz curve for this twoperson economy consists of two line segments. The first runs from the origin to point a, while the second runs from point a to point b. a. Calculate the Gini ratio for this two-person economy using the geometric formulas for the area of a triangle (= ½ × base × height) and the area of a rectangle ( = base × height). (Hint: The area under the line segment from point a to point b can be thought of as the sum of the area of a particular triangle and the area of a particular rectangle.) b. What would the Gini ratio be if the government taxed $20,000 away from Roger and gave it to Larry? (Hint: The figure will change.) c. Start again with Larry earning $20,000 per year and Roger earning $80,000 per year. What would the Gini ratio be if both their incomes doubled? How much has the Gini ratio changed from before the doubling…
100% Cumulative percentage of income 90% -Jарan 80% --- Portugal 70% 60% 50% 40% 30% 20% 10% 0% 0% 10% 20% 30% 40% 50% 60% 70% 80% 90% 100% Cumulative percentage of households Figure 5 Lorenz curves for Japan and Portugal Examine the Lorenz Curves for Japan and Portugal shown in Figure 5. Which of the following statements are correct? Select one or more answers. Select one or more: O The top quintile (top 20%) of households in Portugal have a higher share of total income than the top quintile (top 20%) of households in Japan. The bottom decile (bottom 10%) of households in Japan have a lower share of total income than the bottom decile (bottom 10%) of households in Portugal. Portugal will have a lower Gini coefficient than Japan. Japan has a lower level of income inequality than Portugal.
Please answer correct explain please asap Don't answer by pen paper plz.
For Question 7 please refer to the chart below of the Lorenz Curve for Paraguay and Germany for 2014: Percent of Total Income Paraguay -Germany Percent of Total Population Based on the table above, which of the following is true; Paraguay has a greater degree of Income Inequality Germany has a lower Gini-Coefficient Paraguay has a higher Gini-Coefficient Germany has a greater degree of Income Inequality
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5- Calculate Gini coefficient for a country with the following deciles in income share data: Country X: 30 (richest quantile) 20 What is the area under the Lorenz Curve? Please show your diagram. 10 5 5 5 5 3 2
Q2] Compute the Gini coefficient assuming the region beneath the two respective Lorenz curve is 0.4 for country A and 0.2 for country B.