M
maz1987
Member
An open economy has the following characteristics:
Consumption expenditure = 0.6Y
Investment expenditure = £200 million
Government expenditure = £500 million
Exports = £300 million
Imports = 0.3Y
The rate of taxation is 50% of all income, where Y is national income.
Determine the value of Y.
A £500 million
B £700 million
C £1,000 million
D £1,300 million
I have Y to be £1,428. Reasoning:
If Consumption expenditure is 0.6Y, import expenditure is 0.3Y ==> Cd = 0.3Y.
Y = C + I + G + X - M
Y = 0.6Y + 200 + 500 + 300 - 0.3Y
Y = 1,428.57
OR
Y = Cd + I + G + X
Y = 0.3Y + 200 + 500 + 300
Y =1,428.57
Alternatively, since tax rate is 0.5Y, Cd is 0.3Y and Cimport is 0.3Y, then net savings must be -0.1Y. Then, using J = W (assuming market is in equilibrium, which I think is a reasonable assumption):
200 + 500 + 300 = -0.1Y + 0.5Y + 0.3Y
1000 = 0.7Y
Y = 1,428.57
Thanks
Consumption expenditure = 0.6Y
Investment expenditure = £200 million
Government expenditure = £500 million
Exports = £300 million
Imports = 0.3Y
The rate of taxation is 50% of all income, where Y is national income.
Determine the value of Y.
A £500 million
B £700 million
C £1,000 million
D £1,300 million
I have Y to be £1,428. Reasoning:
If Consumption expenditure is 0.6Y, import expenditure is 0.3Y ==> Cd = 0.3Y.
Y = C + I + G + X - M
Y = 0.6Y + 200 + 500 + 300 - 0.3Y
Y = 1,428.57
OR
Y = Cd + I + G + X
Y = 0.3Y + 200 + 500 + 300
Y =1,428.57
Alternatively, since tax rate is 0.5Y, Cd is 0.3Y and Cimport is 0.3Y, then net savings must be -0.1Y. Then, using J = W (assuming market is in equilibrium, which I think is a reasonable assumption):
200 + 500 + 300 = -0.1Y + 0.5Y + 0.3Y
1000 = 0.7Y
Y = 1,428.57
Thanks
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