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Consider the Following Multiple Regression Models (A)to (D)below

Question 53

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Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless:


A) Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i i =
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i +
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i DFemme +
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i Dmale +
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i X3i
B) Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i i =
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i +
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i DMarried +
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i DSingle +
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i X3i
C) Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i i =
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i +
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i DFemme +
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i X3i
D) Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i i =
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i DFemme +
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i Dmale +
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i DMarried +
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i DSingle +
Consider the following multiple regression models (a) to (d) below.DFemme = 1 if the individual is a female,and is zero otherwise;DMale is a binary variable which takes on the value one if the individual is male,and is zero otherwise;DMarried is a binary variable which is unity for married individuals and is zero otherwise,and DSingle is (1-DMarried) .Regressing weekly earnings (Earn) on a set of explanatory variables,you will experience perfect multicollinearity in the following cases unless: A)    i =   +   DFemme +   Dmale +   X3i B)    i =   +   DMarried +   DSingle +   X3i C)    i =   +   DFemme +   X3i D)    i =   DFemme +   Dmale +   DMarried +   DSingle +   X3i X3i

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