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Figure VI-1.1: An Increase in Demand in an Increasing Cost Industry
D
SSR
$20
100K
The Market
Q
P
SLR
For an increase in demand:1. Start at PSR = PLR, Π = 0
Figure VI-1.2: An Increase in Demand in an Increasing Cost Industry
D
SSR
$20
100K 105K
The Market
Q
P
D’
$35SLR
For an increase in demand:1. Start at PSR = PLR, Π = 02. Increase demand3. PSR > PLR, Π > 0 causes
entry.
Figure VI-1.3: An Increase in Demand in an Increasing Cost Industry
D
SSR
$20
100K 105K110K
The Market
Q
P
D’
$35
S’SR
SLR
$30
For an increase in demand:1. Start at PSR = PLR, Π = 02. Increase demand3. PSR > PLR, Π > 0 causes
entry.4. Entry causes S to
increase.5. Costs also increase and P decreases until PSR =
PLR and Π = 0 (back in LR equilibrium).
Figure VI-1.5: A Technological Change in an Increasing Cost Industry
D
SSR
$20
100K 110K
The Market
Q
P
SLR
1. Start at PSR = PLR, Π = 02. SLR Shift to the Right3. PSR > PLR, Π > 0 causes
entry.S’LR $15
Figure VI-1.6: A Technological Change in an Increasing Cost Industry
D
SSR
$20
100K 110K
The Market
Q
P
SLR
1. Start at PSR = PLR, Π = 02. SLR Shift to the Right3. PSR > PLR, Π > 0 causes
entry.4. SSR Increases Until PSR
= PLR, Π = 0
S’LR $15
Figure VI-1.3: An Increase in Demand in an Increasing Cost Industry
D
SSR
$20
100K 105K110K
The Market
Q
P
D’
$35
S’SR
SLR
$30
For an increase in demand:1. Start at PSR = PLR, Π = 02. Increase demand3. PSR > PLR, Π > 0 causes
entry.4. Entry causes S to
increase.5. Costs also increase and P decreases until PSR =
PLR and Π = 0 (back in LR equilibrium).
Figure VI-2.1: An Increase in Demand in an Increasing Cost Industry with Legal Entry
Barriers
D
SSR
$20
100K
The Market
Q
P
SLR
For an increase in demand:1. Start at PSR = PLR, Π = 0;
Legal Entry Barriers Imposed Here
Figure VI-2.2: An Increase in Demand in an Increasing Cost Industry with Legal Entry
Barriers
D
SSR
$20
100K 105K 110K
The Market
Q
P
D’
$35SLR
For an increase in demand:1. Start at PSR = PLR, Π = 02. Increase demand3. PSR > PLR, Π > 0 but
entry is blocked so existing firms are able to earn Π > 0 .
Table VI-4: The Market for Wheat with Price Support
P QDPVT QD
PVT + USDA QS
$0.00 130 190 **
$2.00 120 180 00
$4.00 110 170 20
$6.00 100 160 40
$8.00 90 150 60
$10.00 80 140 80
$12.00 70 130 100
PSUP $14.00 60 120 120
$16.00 50 110 140
$18.00 40 100 160
$20.00 30 90 180
Figure VI-4: The Market for Wheat with Price Supports
P
Q
S
DPVT
$10
$26
$2
60 80 120
PSUP = $14 DPVT + USDA
ES
Consumers pay = $14(60) = $840USDA pays = $14(120 – 60) = $840
Table VI-5: The Market for Wheat with Price Supports and Production Controls (PC)
P QDPVT QD
PVT + USDA QS QS
PC = 70
$0.00 130 140 ** **
$2.00 120 130 00 00
$4.00 110 120 20 20
$6.00 100 110 40 40
$8.00 90 100 60 60
$10.00 80 90 80 70
$12.00 70 80 100 70
*$14.00 60 70 120 70
$16.00 50 60 140 70
$18.00 40 50 160 70
$20.00 30 40 180 70
Figure VI-5: The Market for Wheat with Price Supports and Production Controls
P
Q
S
DPVT
$10
$26
$2
60 70 80
PSUP = $14
SPC = 70
ES
DPVT + USDA
Consumers pay $14(60) = $840
USDA pays $14(10) = $140
Table VI-6: Target Prices
P QDPVT QS
$0.00 130 **
PCON $2.00 *120 00
$4.00 110 20
$6.00 100 40
$8.00 90 60
$10.00 80 80
$12.00 70 100
PTAR $14.00 60 *120
$16.00 50 140
$18.00 40 160
$20.00 30 180
Steps for Finding Consumer Price, PCON
• 1. Find Target Price = $14• 2. Find Quantity Supplied at P = $14. QS = 120.• 3. Find Quantity Demanded of 120.• 4. Price for QD = 120 is P = $2.
Figure VI-6: The Market for Wheat with a Target Price
P
Q
S
DPVT
$10
$26
PCON = $2
80 120
PTAR = $14
Consumers Pay Farmers $2(120) = $240USDA Pays Farmers ($14-$2)(120) = $1,440
Figure VI-7: The Welfare Loss in a Market for Wheat with a Target Price
P
Q
S
DPVT
$10
$26
PCON = $2
80 120
PTAR = $14
WL
WL = ½(b)(h) = ½ $12(40) = $240
Figure VI-8a: Effect of Price Supports in the Short-Run
ESSR
DSRSSR
SLR
DLR
Short-Run CostTo USDA
P
Q
P0
PSUP
Figure VI-8b: Effect of Price Supports in the Long-Run
ESLR
DSRSSR
SLR
DLR
P
Q
P0
PSUP
S’SR
Long-Run CostTo USDA
Explanation of Figures VI-8a and 8b
• 1. Start at Social Welfare Maximum, P0 = PLR
• 2. Raise price to PSUP so that PSUP > PLR, and existing firms will now have positive profits.
• 3. That will attract new entry (In this case, it will mean existing farms buying up smaller farms and adding more capacity). New entry will cause the costs to rise (increasing cost industry) but prices do not fall because of the price floor.
• 4. New entry continues until costs have risen enough to reduce profits to zero. (This occurs at PSUP.)
• 5. Cost of price supports is larger in the LR than the SR.
Figure VI-9: Effect of a Producer Subsidy• Subsidy to producers results in misallocation of
resources: Too much output in subsidized Market and too little output in the Rest of Economy
Rest of Economy FarmMarkets
Farm Subsidy
Resources
Output Increases Output Decreases
(Lower Valued Use)
Farm Subsidy in Farm Markets is equivalent to a tax on the Rest of Economy