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Macroeconomic Modeling

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Consider

following static IS-LM model:

IS

: Y = C(Yd) + I (r) + G

       Consumption : C(Yd) = 100 + 0.75 Yd

       Disposable income : Yd = Y – Tx

       Investment : I (r) = 200 – 2 r

LM

: M/P = L(Y, r)

       Real money demand : L(Y, r) = 300 + 0.5

Y – 5 r

       Money supply : Ms = M

Suppose P =1, M = 755, T = 100, G = 100. What is the equilibrium income ?
100%
0%
0%
View this question

Consider

following static IS-LM model:

IS

: Y = C(Yd) + I (r) + G

       Consumption : C(Yd) = 100 + 0.75 Yd

       Disposable income : Yd = Y – Tx

       Investment : I (r) = 200 – 2 r

LM

: M/P = L(Y, r)

       Real money demand : L(Y, r) = 300 + 0.5

Y – 5 r

       Money supply : Ms = M

Suppose P =1, M = 755, T = 100, G = 100. What is the equilibrium interest rate
100%
0%
0%
View this question

Consider

following static IS-LM model:

IS

: Y = C(Yd) + I (r) + G

       Consumption : C(Yd) = 100 + 0.75 Yd

       Disposable income : Yd = Y – Tx

       Investment : I (r) = 200 – 2 r

LM

: M/P = L(Y, r)

       Real money demand : L(Y, r) = 300 + 0.5

Y – 5 r

       Money supply : Ms = M

If P = 1 and M rises by 10 the LM curve moves by
0%
0%
0%
0%
View this question

Consider

following static IS-LM model:

IS

: Y = C(Yd) + I (r) + G

       Consumption : C(Yd) = 100 + 0.75 Yd

       Disposable income : Yd = Y – Tx

       Investment : I (r) = 200 – 2 r

LM

: M/P = L(Y, r)

       Real money demand : L(Y, r) = 300 + 0.5

Y – 5 r

       Money supply : Ms = M

If M rises the LM curve moves
100%
0%
0%
View this question

Consider

following static IS-LM model:

IS

: Y = C(Yd) + I (r) + G

       Consumption : C(Yd) = 100 + 0.75 Yd

       Disposable income : Yd = Y – Tx

       Investment : I (r) = 200 – 2 r

LM

: M/P = L(Y, r)

       Real money demand : L(Y, r) = 300 + 0.5

Y – 5 r

       Money supply : Ms = M

Derive LM curve Y= f2(r; M, P). What is the slope of LM curve
0%
100%
0%
View this question

Consider

following static IS-LM model:

IS

: Y = C(Yd) + I (r) + G

       Consumption : C(Yd) = 100 + 0.75 Yd

       Disposable income : Yd = Y – Tx

       Investment : I (r) = 200 – 2 r

LM

: M/P = L(Y, r)

       Real money demand : L(Y, r) = 300 + 0.5

Y – 5 r

       Money supply : Ms = M

If T rises by 10 the IS curve moves by
100%
0%
0%
0%
View this question

Consider

following static IS-LM model:

IS

: Y = C(Yd) + I (r) + G

       Consumption : C(Yd) = 100 + 0.75 Yd

       Disposable income : Yd = Y – Tx

       Investment : I (r) = 200 – 2 r

LM

: M/P = L(Y, r)

       Real money demand : L(Y, r) = 300 + 0.5

Y – 5 r

       Money supply : Ms = M

If G rise the IS curve move
100%
0%
0%
View this question

Consider

following static IS-LM model:

IS

: Y = C(Yd) + I (r) + G

       Consumption : C(Yd) = 100 + 0.75 Yd

       Disposable income : Yd = Y – Tx

       Investment : I (r) = 200 – 2 r

LM

: M/P = L(Y, r)

       Real money demand : L(Y, r) = 300 + 0.5

Y – 5 r

       Money supply : Ms = M

If T increases by 5 the equilibrium income decreases by

View this question

Consider

following static IS-LM model:

IS

: Y = C(Yd) + I (r) + G

       Consumption : C(Yd) = 100 + 0.75 Yd

       Disposable income : Yd = Y – Tx

       Investment : I (r) = 200 – 2 r

LM

: M/P = L(Y, r)

       Real money demand : L(Y, r) = 300 + 0.5

Y – 5 r

       Money supply : Ms = M

If T increases the equilibrium income
0%
0%
0%
View this question

Consider

following static IS-LM model:

IS

: Y = C(Yd) + I (r) + G

       Consumption : C(Yd) = 100 + 0.75 Yd

       Disposable income : Yd = Y – Tx

       Investment : I (r) = 200 – 2 r

LM

: M/P = L(Y, r)

       Real money demand : L(Y, r) = 300 + 0.5

Y – 5 r

       Money supply : Ms = M

What

is the value of taxes multiplier?

View this question

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