Consider the following short-run IS-LM model with income taxation. The economy is described by equations (1) through (6): (1) C= 500+ 0.75(Y-T) (2) T = 800 (3) G = 550 (4) 1 700 30 r (5) Y=C+I+G (6) M/P = 0.6Y - 60r where the nominal money supply M-1200 and the price level is P = 2. Then, in the short run, the equilibrium output for the economy is given by (approximately): Y*=2524.14 Y=2636.80 Y=2245.00 Y*=1900.00
Consider the following short-run IS-LM model with income taxation. The economy is described by equations (1) through (6): (1) C= 500+ 0.75(Y-T) (2) T = 800 (3) G = 550 (4) 1 700 30 r (5) Y=C+I+G (6) M/P = 0.6Y - 60r where the nominal money supply M-1200 and the price level is P = 2. Then, in the short run, the equilibrium output for the economy is given by (approximately): Y*=2524.14 Y=2636.80 Y=2245.00 Y*=1900.00
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![Consider the following short-run IS-LM model with income taxation. The economy is
described by equations (1) through (6):
(1) C= 500 +0.75(Y - T)
(2) T = 800
(3) G = 550
(4) 1 700 30 r
(5) Y=C+I+G
(6) M/P = 0.6Y60r
where the nominal money supply M-1200 and the price level is P = 2. Then, in the
short run, the equilibrium output for the economy is given by (approximately):
24.14
Y*=2636.80
Y*=2245.00
Y*=1900.00
h](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5800fca0-3988-48c9-ad83-2c7c1e1d6012%2F33c48e5f-c701-4af5-8e3e-174ec261476a%2F7k0fjn8_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Consider the following short-run IS-LM model with income taxation. The economy is
described by equations (1) through (6):
(1) C= 500 +0.75(Y - T)
(2) T = 800
(3) G = 550
(4) 1 700 30 r
(5) Y=C+I+G
(6) M/P = 0.6Y60r
where the nominal money supply M-1200 and the price level is P = 2. Then, in the
short run, the equilibrium output for the economy is given by (approximately):
24.14
Y*=2636.80
Y*=2245.00
Y*=1900.00
h
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