Question One The figure below shows three alternative distributions of land ownership in a village with people and 100 hectares of land. a. Draw the Lorenz curves for each case. 10 points b. For cases I and III, calculate the Girl 10 points c For case il, show on the Lorenz curve diagram how the Gini coefficient can be calculated. 5 points Question One The figure below shows three alternative distributions of land ownership in a village with 10 people and 100 hectares of land. a. Draw the Lorenz curves for each case. b. For cases I and III, calculate the Gini c. For case II, show on the Lorenz curve diagram how the Gini coefficient can be calculate 80 people own nothing 20 people own 5 hectares each 40 people own nothing 40 people own 20 people own 1 hectare each 3 hectares each 100 people own 1 hectare each

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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Question One The figure below shows three alternative distributions of land ownership in a village with people and 100
hectares of land. a. Draw the Lorenz curves for each case. 10 points b. For cases I and III, calculate the Girl 10 points c
For case il, show on the Lorenz curve diagram how the Gini coefficient can be calculated. 5 points
Question One
The figure below shows three alternative distributions of land ownership in a village with 10
people and 100 hectares of land.
a. Draw the Lorenz curves for each case.
b. For cases I and III, calculate the Gini
c. For case II, show on the Lorenz curve diagram how the Gini coefficient can be
calculate
80 people own nothing
20 people own 5 hectares each
40 people
own nothing
40 people own
20 people own
1 hectare each
3 hectares each
100 people own 1 hectare each
Transcribed Image Text:Question One The figure below shows three alternative distributions of land ownership in a village with people and 100 hectares of land. a. Draw the Lorenz curves for each case. 10 points b. For cases I and III, calculate the Girl 10 points c For case il, show on the Lorenz curve diagram how the Gini coefficient can be calculated. 5 points Question One The figure below shows three alternative distributions of land ownership in a village with 10 people and 100 hectares of land. a. Draw the Lorenz curves for each case. b. For cases I and III, calculate the Gini c. For case II, show on the Lorenz curve diagram how the Gini coefficient can be calculate 80 people own nothing 20 people own 5 hectares each 40 people own nothing 40 people own 20 people own 1 hectare each 3 hectares each 100 people own 1 hectare each
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