Given C =100+0.8Y, M=150+0.20Y, I=100, and X = 350: Determine YE algebraically using the trade balance approach. Draw a graph.
Trade balance is maintained where exports are equal to imports.
We get the equilibrium output using this approach which is 1000 in
our case. The graph with horizontal line is exports constant at
350. The upward sloping line named M is imports increasing with
output and has a y axes intercept at 150. The intersection gives us
equilibrium output which is 1000.

Given C =100+0.8Y, M=150+0.20Y, I=100, and X = 350: Determine YE algebraically using the trade balance...
QUESTION 8 $500 450 E 400 350 250 2 200 쵸 E 150 C 100 U 50 45° $50 100 150 200 250 300 350 400 450 500 550 Real Domestic Output ($B) Refer to the graph for a private closed economy. At the equilibrium level of GDP, saving will be O $100 billion. $50 billion. O $150 billion. an amount that cannot be determined from the information given
Using matlab
Experiment 1 - Marking 1. Section 2.2(a) Given x[n] = (0.7)"cos(0.25m) u[n] Mn] =-0.8y[n-l] + 0.2Mn-2] + 0.11n_3] + 1.2x[n] + 0.2x(n-1] [-1] = 0 I-21 0 f-3] = 1 Determine y[n] for n = 0, . . ., 9 via a MATLAB simulation of the LCCDE.
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Given: C= 220 + 0.8Yd I= 200 G= 150 T=100 Find: Equilibrium GDP Disposable Income The multiplier
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