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What is the value of the equilibrium level of income for the data given below for an economy? c = 50 +…

With a 20% tax rate, disposable income is \(Y_d = 0.8Y\), so consumption is \(C = 50 + 0.8(0.8Y) = 50 + 0.64Y\). In equilibrium \(Y = C + I + G = 50 + 0.64Y + 100 + 30\), so…

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What is the value of the equilibrium level of income for the data given below for an economy?

c = 50 + 0.8 Yd; t = 20%; I = 100; G = 30

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Correct answer C

With a 20% tax rate, disposable income is Yd=0.8YY_d = 0.8Y, so consumption is C=50+0.8(0.8Y)=50+0.64YC = 50 + 0.8(0.8Y) = 50 + 0.64Y. In equilibrium Y=C+I+G=50+0.64Y+100+30Y = C + I + G = 50 + 0.64Y + 100 + 30, so 0.36Y=1800.36Y = 180 and Y=500Y = 500. Leaving out the tax would make the multiplier 5 and give an income of 900, so the tax rate must be applied first.

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