4.1 The Keynesian model of income determination can be summarized by two simple mathematical equations: National Income identity: Y == C+ Consumption function: C === ßo + ß₁Y+ut ; 0<ẞ₁ <1, where Y is income, C, is consumption, and I is private investment. 4.1.1 Derive the reduced form equation for income. 4.1.2 Derive the reduced form equation for consumption. 4.1.3 Explain why government should pass policies that discourage Ct. 4.1.4 Briefly describe the features of 2SLS.

Financial Reporting, Financial Statement Analysis and Valuation
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Author:James M. Wahlen, Stephen P. Baginski, Mark Bradshaw
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Chapter14: Valuation: Market-based Approach
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4.1
The Keynesian model of income determination can be summarized by two simple
mathematical equations:
National Income identity: Y
== C+
Consumption function: C ===
ßo + ß₁Y+ut ; 0<ẞ₁ <1,
where Y is income, C, is consumption, and I is private investment.
4.1.1 Derive the reduced form equation for income.
4.1.2 Derive the reduced form equation for consumption.
4.1.3 Explain why government should pass policies that discourage Ct.
4.1.4 Briefly describe the features of 2SLS.
Transcribed Image Text:4.1 The Keynesian model of income determination can be summarized by two simple mathematical equations: National Income identity: Y == C+ Consumption function: C === ßo + ß₁Y+ut ; 0<ẞ₁ <1, where Y is income, C, is consumption, and I is private investment. 4.1.1 Derive the reduced form equation for income. 4.1.2 Derive the reduced form equation for consumption. 4.1.3 Explain why government should pass policies that discourage Ct. 4.1.4 Briefly describe the features of 2SLS.
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