Question 1. [Total Marks 20]
(a) Discussthe method of indirect least squares.
(5 marks)
(b) Discuss the estimation of regression parameters in presence of perfect multicollinearity.
(10 marks)
(c) What is the role of adjusted R2 in regression model building?
(5 marks)
Question 2. [Total Marks: 20]
(a) Discuss the method of generalized least squares in handling the problem of
heteroscedasticity.
{10 marks)
(b) Discuss the Koyck's approach to distributed lag models?
(10 marks)
Question 3. [Total Marks: 20]
An investigator is interested in knowing whether the monthly family expenditure is related
to the monthly family income. A sample of 10 families is selected at random, the detail is
given below.
Family
70 65
90
95
110 115 120 140 155 150
consumption
expenditure
(USD): Y
Family
income
{USD): X
80 100 120 140 160 180 200 220 240 260
(a)Find the regression equation of monthly family consumption expenditure on the monthly
family income. Predict the monthly family expenditure for monthly family income of USO300.
(15 marks)
(b)What is the estimated change in the average monthly family expenditure with one unit
change in the monthly family income?
(2 marks)
(c) How much variation in the monthly family consumption expenditure is explained by the
monthly family income.
(3 marks)
Question 4. [Total Marks: 20]
State and prove Gauss-Markov theorem.
(20 marks)
Applied Econometric Modelling (AEM 702S)
2nd Opportunity- January 2024
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