a. For the IS curve,
Y = C+I+G
or, Y = 250+0.6(Y-100)+100-20r+100
or, 0.4Y = 390-20r
or, Y = 975-50r
Now, plotting the value of r from 0 to 8, we can get, the IS curve in the diagram below.
b. Similarly, for the LM curve,
(M/P)d = Y-20r
or, (2,875/5) = Y-20r
or, Y = 575+20r
Now, plotting the value of r from 0 to 8, we can get, the LM curve in the diagram below.
c. From the above diagram, equilibrium is attained at point E (here IS = LM),
where equilibrium output Y = 690
and equilibrium interest rate r = 5.7
d. If G increases from 100 to 150, then
G = 150-100 = 50
Now, value of multiplier = 1/(1-mpc) = 1/(1-0.6) = 1/0.4 = 2.5 (here mpc=0.6)
Increase in Y (Y)
=
G*multiplier = 50*2.5 = 125
Thus, the IS curve will shift to the right by 125
New IS curve is Y=1100-50r
For equilibrium, IS curve = LM curve
or, 1100-50r=575+20r
or, 70r = 525
or, r= 7.5
and Y = 575+(20*7.5) = 725
Then, new equilibrium output Y = 725
and new equilibrium interest rate r = 7.5
e. If money supply decreases from 2,875 to 2,500,
then, LM curve is given by (M/P)d = Y-20r
or, Y = 500+20r
Comparing the new LM curve with old one,
the LM curve will shift to the left by 75.
Now, for equilibrium, IS = LM
or, 975-50r = 500+20r
or, 70r = 475
or, r = 6.8
and Y = 500+(20*6.8) = 636 (approx)
f. If price level falls from 5 to 3,
then, LM curve is given by (M/P)d = Y-20r
or, 2,875/3 = Y-20r
or, Y = 958.33 + 20r
Comparing the new LM curve with old one,
the LM curve will shift to the right by 383.33,
Now, for equilibrium, IS = LM
or, 975-50r = 958.33+20r
or, 70r = 16.67
or, r = 0.24
and Y = 975-(50*0.24) = 963
g. From d and e,
The increase in government purchase caused aggregate demand to increase.
and the decrease in money supply caused aggregate demand to decrease.
Consider the economy of Wiknam. The consumption function is given by f. With the initial values...
Consider the economy of Wiknam. The consumption function is given by C = 250+ 0.6(Y-T). a. Government purchases and taxes are both 100. In the accompanying diagram, graph the IS curve for r ranging from 0 to 8 by dragging and dropping the end points to the correct locations b. The money supply M is 2,875 and the price level Pis 5. In the accompanying diagram, graph the LM curve for r ranging from 0 to 8 by dragging and...
Consider the economy of Wiknam. The consumption function is given by C = 250+ 0.6(Y-T). a. Government purchases and taxes are both 100. In the accompanying diagram, graph the IS curve for r ranging from 0 to 8 by dragging and dropping the end points to the correct locations b. The money supply M is 2,875 and the price level P is 5. In the accompanying diagram, graph the LM curve for r ranging from 0 to 8 by dragging...
Consider the economy of Hicksonia a. The consumption function is given by C = 200 + 0.6(Y- T). The investment function is I = 200 - 40r. Government purchases and taxes are both 100. For this economy, graph the IS curve for r changing from 0 to 8. b. The money demand function in Hicksonia is (M/P)d = Y - 100r The money supply M is 1000 and the price level P is 2. For this economy, graph the LM...
Need the answer from question 5 to 9, do not put the answer from
1 to 4, please.
Question1 Consider the following economy of Hicksonia. 1. The consumption function is given by C 200 + 0.75(Y-T). The investment function is 1 = 200-2500. Government purchases and taxes are both 100. Derive the IS curve 2. The money demand function in Hicksonia is (Md/P)-Y-10000 The money supply (M) is 1,000. Derive the LM curve under an arbitrary value of P (Hint:...
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