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Let U(x,y) = with MUx = and MUy

question 25

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Let U(x,y) = Let U(x,y)  =   with MU<sub>x</sub> =   and MU<sub>y</sub> =   .Let I = $100,P<sub>x</sub> = $10 and P<sub>y</sub> = $10 be the initial set of prices and income.Now,let P<sub>x</sub> rise to $25.What are the (approximate)  substitution and income effects of this change in prices? A)  Income effect = -3.3; Substitution Effect = -2.1 B)  Income effect = -2.3; Substitution Effect = -1.7 C)  Income effect = -1.3; Substitution Effect = -1.7 D)  Income effect = -1.7; Substitution Effect = -1.3 with MUx = Let U(x,y)  =   with MU<sub>x</sub> =   and MU<sub>y</sub> =   .Let I = $100,P<sub>x</sub> = $10 and P<sub>y</sub> = $10 be the initial set of prices and income.Now,let P<sub>x</sub> rise to $25.What are the (approximate)  substitution and income effects of this change in prices? A)  Income effect = -3.3; Substitution Effect = -2.1 B)  Income effect = -2.3; Substitution Effect = -1.7 C)  Income effect = -1.3; Substitution Effect = -1.7 D)  Income effect = -1.7; Substitution Effect = -1.3 and MUy = Let U(x,y)  =   with MU<sub>x</sub> =   and MU<sub>y</sub> =   .Let I = $100,P<sub>x</sub> = $10 and P<sub>y</sub> = $10 be the initial set of prices and income.Now,let P<sub>x</sub> rise to $25.What are the (approximate)  substitution and income effects of this change in prices? A)  Income effect = -3.3; Substitution Effect = -2.1 B)  Income effect = -2.3; Substitution Effect = -1.7 C)  Income effect = -1.3; Substitution Effect = -1.7 D)  Income effect = -1.7; Substitution Effect = -1.3 .Let I = $100,Px = $10 and Py = $10 be the initial set of prices and income.Now,let Px rise to $25.What are the (approximate) substitution and income effects of this change in prices?


Definitions:

Carrying Value

The book value of an asset on a company’s balance sheet, calculated as the original cost minus accumulated depreciation or amortization.

Equity Method

An accounting method used to assess the investments in associate companies where the investor has significant influence but does not control the company outright.

Consolidation Process

The method of combining the financial statements of a parent company with those of its subsidiaries to present as one entity.

Net Income

Net income is the total amount of profit a company makes after all expenses, taxes, and costs have been subtracted from its total revenue.

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