Income_(Y) Money_Supply_(X) 116,652        42,011 120,392       43,313 124,572       44,808 132,624       48,056 139,656       50,094 144,752       52,117 150,164      54,253 153,560.     56,512 157,328      59,243 161,740.     60,783 168,732      64,782 180,002     66,338 182,744     68,694

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Problem 1P
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Income_(Y) Money_Supply_(X)
116,652        42,011
120,392       43,313
124,572       44,808
132,624       48,056
139,656       50,094
144,752       52,117
150,164      54,253
153,560.     56,512
157,328      59,243
161,740.     60,783
168,732      64,782
180,002     66,338
182,744     68,694
190,172     72,238
191,592     74,544
195,600     77,300
201,204      80,021
204,160      83,482
207,827      85,868
214,712      87,911

The accompanying data table shows quarterly observations on income (Y) and money supply (X) in a certain country.
Estimate the model y₁ =B₁ + B₁×₁ + YY₁ - 1 + & and write a report on your findings.
Click the icon to view the data table.
Write a report on your findings.
Predictor
Constant
X_MoneySupply
Y_lagIncome
S=
Coef
R-Sq=
%
SE Coef
R-Sq(adj) =
T
%
P
Transcribed Image Text:The accompanying data table shows quarterly observations on income (Y) and money supply (X) in a certain country. Estimate the model y₁ =B₁ + B₁×₁ + YY₁ - 1 + & and write a report on your findings. Click the icon to view the data table. Write a report on your findings. Predictor Constant X_MoneySupply Y_lagIncome S= Coef R-Sq= % SE Coef R-Sq(adj) = T % P
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