Part A: solution by Binish
Q
P
TFC
TVC
TR
MR
TC
MC
Profit (p)
400
2.5
150
750
1000
-
900
-
100
500
2.25
150
830
1125
1.25
980
0.8
145
600
2
150
905
1200
0.75
1055
0.75
145
700
1.75
150
995
1225
0.25
1145
0.9
80
Part B: solution by Binish
Optimal level of output =600
Optimal level of price =2
Where MR=MC =0.75
Detailed calculation of Part A:
For 1st case
TR=P*Q
TR=1000
For 2nd case
TR=P*Q
TR=1125
For 3rd case
TR= P*Q
TR=1200
For 4th case
TR=P*Q
TR=1225
Calculation for MR:
The first case will be blank coz we cant take delta for this case
So leave it blank :
For 2nd case
MR= delta TR / delta Q
MR=1125-1000/500-400
MR=125/100
MR=1.25
For 3rd case
MR=delta TR/delta Q
MR=1200-1125/600-500
MR=75/100
MR=0.75
For 4th case
MR = delta TR /delta Q
MR = 1225-1200/700-600
MR=25/100
MR=0.25
Calculations for TC:
1st case
TC=TFC+TVC
=150+750
=900
2ND Case
TC=TFC +TVC
=150+830
=980
3rd Case
TC=TFC+TVC
=150+905
=1055
4th case
TC=TFC+TVC
=150+995
=1145
Profit calculations :
For 1st case :
Profit = TR-TC
=1000-900
=100
For 2nd case
Profit = TR-TC
=1125-1055
=145
For 3rd case
Profit = TR=TC
=1200-1055
=145
For 4th case
Profit = TR-TC
= 1225-1145
=80
--
2011/6/2 mc090402957 Daud Ahmad Khan <mc090402957@vu.edu.pk>
following idea solution is correct? I am little bit in doubt. Anyone please clear..ThanksOn Mon, May 30, 2011 at 5:50 PM, ~* !! Beeba Bachaa !! *~ <mc090405622@vu.edu.pk> wrote:
--
Q
P
TFC
TVC
TR
MR
TC
MC
Profit (π)
400
2.5
150
750
1000
-
900
-
100
500
2.25
150
830
1125
125
980
80
145
600
2
150
905
1200
75
1055
75
145
700
1.75
150
995
1225
25
1145
90
80
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