Consider the simple macro model with a constant price level and demand-determined output. The specific parameter values and collected data are given below for the following questions: (Assume a linear consumption function.) MPSave = 0.16 m = 0.18 G- 95 |- 290 NX - 35 when Y Yd = 0.88Y Y (potential GDP) = 1300 S= - 60 at Yp = 50
Consider the simple macro model with a constant price level and demand-determined output. The specific parameter values and collected data are given below for the following questions: (Assume a linear consumption function.) MPSave = 0.16 m = 0.18 G- 95 |- 290 NX - 35 when Y Yd = 0.88Y Y (potential GDP) = 1300 S= - 60 at Yp = 50
Chapter9: Aggregate Expenditures
Section: Chapter Questions
Problem 12E
Related questions
Question
![Consider the simple macro model with a constant price level and demand-determined output. The specific parameter values and collected data are
given below for the following questions: (Assume a linear consumption function.)
MPSave = 0.16
m = 0.18
G= 95
I- 290
NX = 35 when Y
Yd = 0.88Y
Y* (potential GDP) = 1300
S = - 60 at Yp = 50
Note: If your answer comes with decimal places, round up your answer for two decimal places. ex) 0.5636 --> 0.56 or 0.1256 --> 0.13
Part a) With the given information above, compute the values of X, autonomous consumption expenditure (=a), and MPSpend.
a =
MPSpend (in two decimal places)
Part b) Using the given information and values found above, compute the total autonomous expenditures and equilibrium GDP.
Total autonomous expenditure =
ye (in two decimal places) =
Part c) Suppose the government attempts to stabilize actual GDP at the given value of Y*, with the given G. Compute the new net tax rate for the fiscal
stabilization policy.
New t (in two decimal places) =
%
Part d) Suppose the new net tax rate of 0.23 has successfully stabilized actual GDP at the given value of Y*. Compute the desired savings, APC, Budget
balance and simple multiplier.
Desired savings =
APC (in two decimal places) =
Budget balance =
Simple multiplier (in two decimal places) =](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F79324185-7b4e-4160-9b76-41f90ff74b02%2F796abb96-a3c5-42af-9841-4be28369b08f%2Faem84qp_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Consider the simple macro model with a constant price level and demand-determined output. The specific parameter values and collected data are
given below for the following questions: (Assume a linear consumption function.)
MPSave = 0.16
m = 0.18
G= 95
I- 290
NX = 35 when Y
Yd = 0.88Y
Y* (potential GDP) = 1300
S = - 60 at Yp = 50
Note: If your answer comes with decimal places, round up your answer for two decimal places. ex) 0.5636 --> 0.56 or 0.1256 --> 0.13
Part a) With the given information above, compute the values of X, autonomous consumption expenditure (=a), and MPSpend.
a =
MPSpend (in two decimal places)
Part b) Using the given information and values found above, compute the total autonomous expenditures and equilibrium GDP.
Total autonomous expenditure =
ye (in two decimal places) =
Part c) Suppose the government attempts to stabilize actual GDP at the given value of Y*, with the given G. Compute the new net tax rate for the fiscal
stabilization policy.
New t (in two decimal places) =
%
Part d) Suppose the new net tax rate of 0.23 has successfully stabilized actual GDP at the given value of Y*. Compute the desired savings, APC, Budget
balance and simple multiplier.
Desired savings =
APC (in two decimal places) =
Budget balance =
Simple multiplier (in two decimal places) =
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