Consider the following Error Correction Model (ECM), where C, denotes consumption and Y, denotes income, and...
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Consider the following Error Correction Model (ECM), where C, denotes consumption and Y, denotes income, and both variables are found to be are 1 (1) in levels.. AC -0.19êt-1 +0.564 +0.29AC-1 +0.344-1 (-3.03) (2.19) (2.23) (2.14) 2 where the error term is given by ê, and the numbers in parentheses denote t-ratios. Interpret the equation. What can you conclude about the consumption-income relationship? Consider the following Error Correction Model (ECM), where C, denotes consumption and Y, denotes income, and both variables are found to be are 1 (1) in levels.. AC -0.19êt-1 +0.564 +0.29AC-1 +0.344-1 (-3.03) (2.19) (2.23) (2.14) 2 where the error term is given by ê, and the numbers in parentheses denote t-ratios. Interpret the equation. What can you conclude about the consumption-income relationship?
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The equation you have provided is an error correction model ECM which is a type of statistical model ... View the full answer
Related Book For
Statistics for Business Decision Making and Analysis
ISBN: 978-0321890269
2nd edition
Authors: Robert Stine, Dean Foster
Posted Date:
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