|
Price X |
Quantity X |
Price Y |
Quantity Y |
Price Z |
Quantity Z |
Nominal GDP |
Real GDP |
GDP Deflator |
Inflation using Deflator |
Basket Cost |
CPI |
Inflation using CPI |
|
3 |
100 |
10 |
1000 |
7 |
600 |
14500 |
14500 |
100 |
|
14500 |
100 |
|
|
4 |
300 |
12 |
1500 |
6 |
700 |
23400 |
20800 |
112.5 |
12.5 |
16000 |
110.3 |
10.345 |
|
6 |
500 |
13 |
3000 |
8 |
1000 |
50000 |
38500 |
129.9 |
15.44 |
18400 |
126.9 |
15 |
|
7 |
700 |
14 |
4000 |
9 |
2000 |
78900 |
56100 |
140.6 |
8.2941 |
20100 |
138.6 |
9.2391 |
$405,000 of 1988 is equivalent to 405,000*(196.4/118.3). So today's players are better off.
$25,000 of 1988 is equivalent to 25,000*(196.4/118.3). So today's nurses are better off.
$7.96 of 1964 is equivalent to 7.96*(196.4/31). So 1964's earnings were higher in real terms.
$7.96 of 1964 is equivalent to 7.96*(200/40). So 1964's earnings were higher in real terms.
Labor force = 0.7*200=140m
Number Unemployed = 140*0.06 =8.4m
New number unemployer with 1m fewer discouraged workers = 8.4 +1 = 9.4m
New labor force with 1m fewer discouraged workers = 140 + 1 = 141m
New Unemployment rate with 1m fewer discouraged workers = (9.4/141)*100 = 6.67%
With 10.5 - 7.5 = 3 % lower unemployment, GDP would be higher:
each 1% extra unemployment costs 2.5% in GDP so:
3% extra unemployment costs 2.5*3=7.5% in GDP.
7.5% of GDP = 0.075*900 = 67.5b
So GDP would be 67.5b higher = 900+67.5 b
With 12.5 - 10.5 = 2% higher unemployment, GDP would be lower:
each 1% extra unemployment costs 2.5% in GDP so:
2% extra unemployment costs 2.5*2=5% in GDP.
5% of GDP = 0.05*900 = 45b
So GDP would be 45b lower = 900-45 b
With 2% higher unemployment, GDP would be lower:
each 1% extra unemployment costs 2.5% in GDP so:
2% extra unemployment costs 2.5*2=5% in GDP.
5% of GDP = 0.05*900 = 45b
So GDP
would be 45b lower = 900-45 b
|
Consumption |
6,300 |
|
Investment |
1,700 |
|
Government
spending |
1,600 |
|
Exports |
1,000 |
|
Imports |
1,200 |
|
Wages |
5,300 |
|
Proprietor's
Income |
600 |
|
Profits |
900 |
|
Interest |
500 |
|
Rent |
150 |
|
Depreciation |
1100 |
|
Indirect
Taxes minus Subsidies |
700 |
|
Payments
of factor income to the rest of the world |
250 |
|
Receipts
of factor income from the rest of the world |
100 |
37. Use the information in the table above to answer the following:
Calculate the MPC=0.8
Calculate the Intercept =600
Write down the formula for the Consumption function=600+0.8Y
What is the value of Consumption when Income is 10,000 = 8,600
Calculate Savings=1,400
At what value of Y is Consumption equal to Income= 3,000
38. Use the table above to answer the following:
Calculate the MPC = 0.8 and the intercept =0
Write the consumption function: C =0+0.8Y
Calculate Aggregate Expenditures (add a Col. to the table for AE).
|
Output |
Consumption |
Investment |
Net
Exports |
AE |
|
1000 |
800 |
500 |
100 |
1400 |
|
1500 |
1200 |
500 |
100 |
1800 |
|
2000 |
1600 |
500 |
100 |
2200 |
|
2500 |
2000 |
500 |
100 |
2600 |
|
3000 |
2400 |
500 |
100 |
3000 |
|
3500 |
2800 |
500 |
100 |
3400 |
|
4000 |
3200 |
500 |
100 |
3800 |
Find the equilibrium value of output.= 3,000
If output is 4000 calculate the change in inventories. Given your answer for
the change in inventories, how would firms react to this change in inventories?
= 4,000-3,800=200
If investment increase from 500 to 800 (a 300 increase in investment). Recalculate
the entire table and find the new equilibrium value of output=4,500
|
Output |
Consumption |
Investment |
Net
Exports |
AE |
|
1000 |
800 |
800 |
100 |
1700 |
|
1500 |
1200 |
800 |
100 |
2100 |
|
2000 |
1600 |
800 |
100 |
2500 |
|
2500 |
2000 |
800 |
100 |
2900 |
|
3000 |
2400 |
800 |
100 |
3300 |
|
3500 |
2800 |
800 |
100 |
3700 |
|
4000 |
3200 |
800 |
100 |
4100 |
|
4500 |
3600 |
800 |
100 |
4500 |
|
5000 |
4000 |
800 |
100 |
4900 |
|
5500 |
4400 |
800 |
100 |
5300 |
|
6000 |
4800 |
800 |
100 |
5700 |
If autonomous consumption increases from 0 to 400 (an increase of 400), use
the multiplier formula to calculate the resulting change in equilibrium output.
DY = DI ( multiplier)
= 400 * (5)=2,000
If investment decreases by 200, use the multiplier formula to calculate the
resulting change in equilibrium output.
DY = DI ( multiplier)
= 200 * (5)=1,000
We observed that when investment increased by 50, the equilibrium value of output
increased by 250. Given that information, what is the value of the multiplier?
multiplier = DY / DI
= 250/5 = 5
What is the value of the MPS?
multiplier = 1/mps
5 = 1/mps
1/5 = mps
What is the value of the MPC?
because mps + mpc = 1
1 - 1/5 = mpc
4/5 = mpc
39. For each figure below to answer the following questions:
What is the equilibrium output level.
At Y = 2,000 are inventories rising? falling? unchanged? Why?
At Y = 6,000 are are inventories rising? falling? unchanged? Why
We did these in class
40. Use the information in the figures below to aswer the following questions:
If the economy is at equilibrium, is total spending greater, less than or equal
to Output? Are inventories falling, rising or unchanged? Is the economy experiencing
a recessionary gap or an inflationary gap? If an inflationary (recessionary)
gap exists, how can the gap be closed?
Done in class
41. Draw an AE - 45 degree diagram, draw an Aggregate demand Diagram to show
the effect of each of the following on AE, AD and equilibrium output.
Prices Increase (decrease)
NX Increase (decrease)
Exports Increase (decrease)
Imports Increase (decrease)
Wealth Increase (decrease)
Interest rates Increase (decrease)
Technological Improvement
Government spending Increase (decrease)
Taxes Increase (decrease)
Transfers Increase (decrease)
Done in class.
42. Consider the following equations for a simple economy without government
or foreign sector:
C = 500 +0.75Y
I = 700
Calculate the equilibrium output level using Y = C+I as the condition for equilibrium.=4,800
Calculate the value of consumption at equilibrium.4,100
Calculate Aggregate Expenditures at equilibrium. 4,800
43. Consider the following equations for a simple economy without government or foreign sector:
C = 500 +0.75Y
I = 700
Calculate the new equilibrium value of income that results when Investment increases by 300.
DY = DI ( multiplier) = 300 * (4)=1,200
What is the size of the shift in the AE line? 300
What is the size of the shift in the AD line? 1,200
44. Consider the following equations for a simple economy without government or foreign sector:
C = 500 +0.75Y
I = 700
Calculate the new equilibrium value of income that results when autonomous consumption increases by 400.
DY = DI ( multiplier) = 400 * (4)=1,600
What is the size of the shift in the AE line? 400
What is the size of the shift in the AD line? 1,600
45. Consider the following equations for a simple economy without government or foreign sector:
C = 500 +0.75Y
I = 700
Suppose that output is NOT the equilibrium value but Y = 5,000.Calculate the change in inventories when Y=5,000.
C = 500 +0.75(5,000) =4,250
I = 700
AE = 4,950
DInventories = 5,000 - 4,950=50
If Y = 5,000 do firms have an incentive to produce more, less or the same output level? Why?
less because inventories rose.
46. Consider the following equations for a simple economy without government or foreign sector:
C = 500 +0.75Y
I = 700
Suppose that output is NOT the equilibrium value but Y = 4,000. Calculate the change in inventories when Y=4,000.
C = 500 +0.75(4,000) = 3,000
I = 700
AE = 3,700
DInventories = 3,000 - 3,700= -700
If Y = 4,000 do firms have an incentive to produce more, less or the same output level? Why?
more because inventories dropped.