4. The equilibrium levels of income Y, consumption C, disposable income Ya, and taxation T, for a three-sector macroeconomic model satisfy the structural equations: Y = C + 1, + Go C = a + bYa (0 < b < 1, Ya = Y – T T = tY + T, (0 0) a > 0) Express this system in the form AX = d Using Cramer's rule, find the equilibrium levels of consumption (C*), disposable income (Ya*) and taxation (T*) i. ii.

MACROECONOMICS
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Chapter20: Exchange Rates And The Macroeconomy
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4. The equilibrium levels of income Y, consumption C, disposable income Ya, and taxation
T, for a three-sector macroeconomic model satisfy the structural equations:
Y = C + 1, + Go
C = a + bYd (0 <b < 1,
Ү —
a > 0)
Ya = Y – T
T = tY + T, (0 < t < 1,T, > 0)
Express this system in the form AX = d
Using Cramer's rule, find the equilibrium levels of consumption (C*), disposable
income (Ya*) and taxation (T*)
i.
ii.
Transcribed Image Text:4. The equilibrium levels of income Y, consumption C, disposable income Ya, and taxation T, for a three-sector macroeconomic model satisfy the structural equations: Y = C + 1, + Go C = a + bYd (0 <b < 1, Ү — a > 0) Ya = Y – T T = tY + T, (0 < t < 1,T, > 0) Express this system in the form AX = d Using Cramer's rule, find the equilibrium levels of consumption (C*), disposable income (Ya*) and taxation (T*) i. ii.
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