Which of the following is NOT considered the assumption about the pattern of heteroscedasticity Select one: The error variance is proportional to the square of the mean value of Y The error variance is proportional to XY The error variance is proportional to X The error variance is proportional to Y         Which one of the following is NOT a plausible remedy for near multicollinearity? Select one: Drop one of the collinear variables Use a longer run of data use principle components analysis Take logarithems of each of the variables   A sure way of removing multicollinearity from the model is to  Select one: Transform the variables by first differencing them Obtaining additional sample data Work with panel data Drop variables that cause multicollinearity in the first place   The p value is Select one: the power 2 plus power 2 minimum power none of these   The confidence interval constructed for B2 will be same irrespective of the sample analysed. This statement is  Select one: True False   Data on one or variables collected at a given point of time Select one: Cross-section data time series data Panel data Pooled data     BLUE is  Select one: Best Linear Unconditional Estimator Best Linear Unbiased Estimator Basic Linear Unconditional Estimator Best Linear biased estimator   Heteroscedaticity may arise due to various reasons. Which one of these is NOT a reason Select one: Correlation of variables over time Incorrect transformation of variables Extremely low or high values of X and Y coordinates in the dataset Incorrect specification of the functional form of the model

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Which of the following is NOT considered the assumption about the pattern of heteroscedasticity

Select one:

  1. The error variance is proportional to the square of the mean value of Y
  2. The error variance is proportional to XY
  3. The error variance is proportional to X
  4. The error variance is proportional to Y

 

 

 

 

Which one of the following is NOT a plausible remedy for near multicollinearity?

Select one:

  1. Drop one of the collinear variables
  2. Use a longer run of data
  3. use principle components analysis
  4. Take logarithems of each of the variables

 

A sure way of removing multicollinearity from the model is to 

Select one:

  1. Transform the variables by first differencing them
  2. Obtaining additional sample data
  3. Work with panel data
  4. Drop variables that cause multicollinearity in the first place

 

The p value is

Select one:

  1. the power
  2. 2 plus power
  3. 2 minimum power
  4. none of these

 

The confidence interval constructed for B2 will be same irrespective of the sample analysed. This statement is 

Select one:

True

False

 

Data on one or variables collected at a given point of time

Select one:

  1. Cross-section data
  2. time series data
  3. Panel data
  4. Pooled data

 

 

BLUE is 

Select one:

  1. Best Linear Unconditional Estimator
  2. Best Linear Unbiased Estimator
  3. Basic Linear Unconditional Estimator
  4. Best Linear biased estimator

 

Heteroscedaticity may arise due to various reasons. Which one of these is NOT a reason

Select one:

  1. Correlation of variables over time
  2. Incorrect transformation of variables
  3. Extremely low or high values of X and Y coordinates in the dataset
  4. Incorrect specification of the functional form of the model
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