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ETC1000 / ETW1000/MCD2080 BUSINESS AND ECONOMIC STATISTICS 2018

发布时间:2022-01-13

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Semester One 2018

Examination Period

Faculty of Business and Economics

ETC1000 / ETW1000/MCD2080

BUSINESS AND ECONOMIC STATISTICS


Question 1: Living Standards (10 marks)

In this question we will look at some of the individual components / indicators for the MPI related to living standards, and associations between these.

a. Consider the following pivot tables, and then answer the questions below.

Count of sanitation is poor

sanitation is poor

no access to clean water

0

1

Grand Total

0

24.3%

30.9%

55.3%

1

7.2%

37.6%

44.7%

Grand Total

31.5%

68.5%

100.0%


Count of sanitation is poor

sanitation is poor

no access to clean water

0

1

Grand Total

0

77.2%

45.2%

55.3%

1

22.8%

54.8%

44.7%

Grand Total

100.0%

100.0%

100.0%


Count of sanitation is poor

sanitation is poor

no access to clean water

0

1

Grand Total

0

44.1%

55.9%

100.0%

1

16.0%

84.0%

100.0%

Grand Total

31.5%

68.5%

100.0%

i. What percentage of households are deprived of both clean water and good sanitation?

(2 marks)

ii. Which is the more common: access to clean water, or access to good sanitation facilities?  Explain.  (2 marks)

iii. Explain how the value 45.2% in the second table is calculated.

(2 marks)

iv. Consider the following incomplete % of row table.

Count of sanitation is poor

sanitation is poor

no access to clean water

0

1

Grand Total

0

a

b

100.0%

1

c

d

100.0%

Grand Total

31.5%

68.5%

100.0%

Suppose access to sanitation is independent of whether households have clean water or not. What values would be in the cells of the table labelled a, b, c and d?  Explain intuitively why they would    take these values.

(4 marks)



Question 2: Education (22 marks)

a. The following regression can be used to analyse the Indicator around the level of education in the household.

Dependent Variable: the variable indicating that no person in the household has 5+ years of education.

Explanatory Variable (Mean): takes the value 1 for all households.