The following is information for the economy of Tandor, where taxes are wholly autonomous: C = 50+ 0.8YD where YD = (Y-T) I = 150 a. The value of equilibrium income is $ b. At equilibrium, the amount of the budget c. If government increased both its spending and taxes by $70, the new equilibrium income would be $ A) $940, budget Balance is 0 and $1130 B) $1040, budget Balance is 0 and $1080 C) $1140, budget Balance is 0 and $1060 G = T = 300 XN 104-0.15Y D) $1240, budget Balance is 0 and $1380
The following is information for the economy of Tandor, where taxes are wholly autonomous: C = 50+ 0.8YD where YD = (Y-T) I = 150 a. The value of equilibrium income is $ b. At equilibrium, the amount of the budget c. If government increased both its spending and taxes by $70, the new equilibrium income would be $ A) $940, budget Balance is 0 and $1130 B) $1040, budget Balance is 0 and $1080 C) $1140, budget Balance is 0 and $1060 G = T = 300 XN 104-0.15Y D) $1240, budget Balance is 0 and $1380
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![The following is information for the economy of Tandor, where taxes are wholly autonomous:
C = 50+ 0.8YD where YD = (Y-T)
G = T = 300
XN 104 -0.15Y
I = 150
a. The value of equilibrium income is $
b. At equilibrium, the amount of the budget
c. If government increased both its spending and taxes by $70, the new equilibrium income would be $
A) $940, budget Balance is 0 and $1130
B) $1040, budget Balance is 0 and $1080
C) $1140, budget Balance is 0 and $1060
D) $1240, budget Balance is 0 and $1380](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F70ae18fa-4616-48a0-8ab9-3642194406c1%2Fbc2eb3b7-baa0-440a-b24b-be3837e3bc86%2Ffq2rkym_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The following is information for the economy of Tandor, where taxes are wholly autonomous:
C = 50+ 0.8YD where YD = (Y-T)
G = T = 300
XN 104 -0.15Y
I = 150
a. The value of equilibrium income is $
b. At equilibrium, the amount of the budget
c. If government increased both its spending and taxes by $70, the new equilibrium income would be $
A) $940, budget Balance is 0 and $1130
B) $1040, budget Balance is 0 and $1080
C) $1140, budget Balance is 0 and $1060
D) $1240, budget Balance is 0 and $1380
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