AEM 250:
Environmental and Resource Economics
Homework 2 Solution Key
1.
P
C1
C2
C1+C2
0
20
10
30
0.5
18
9
27
1
16
8
24
1.5
14
7
21
2
12
6
18
2.5
10
5
15
3
8
4
12
3.5
6
3
9
4
4
2
6
4.5
2
1
3
5
0
0
0
c.
The algebraic equation for the aggregate demand could be obtained by
using the intercept and slope approach used in answering Q1 from HW 1.
Or, one could add the two equations, using the logic that if price is held
constant, the sum of Q
C1
and Q
C2
will yield aggregate demand.
Q
C1
=
20 – 4*P
Q
C2
=
10  2*P
Q
Aggregate
=
30 – 6*P
Remember that it is always good to cross check your answer, e.g. 30 – 6*(4) = 6,
which corresponds to the demand scheduled above.
d.
To obtain the marginal benefits equation, simply invert the aggregate
demand equation to get:
P = MB = (( 1/6) * Q) + 5
2.
a. & b.
Create individual producer and aggregate supply schedules.
P
S1
S2
S1+S2
0
0
0
0
0.5
0.5
1.5
2
1
1
3
4
1.5
1.5
4.5
6
2
2
6
8
2.5
2.5
7.5
10
3
3
9
12
3.5
3.5
10.5
14
4
4
12
16
4.5
4.5
13.5
18
5
5
15
20
c.
The algebraic equation for the aggregate supply could be obtained by
using the intercept and slope approach used in answering Q1 above.
Or,
1
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View Full Documentone could add the two equations, using the logic that if price is held
constant, the sum of Q
C1
and Q
C2
will yield aggregate supply.
Q
S1
=
P
Q
S2
=
3*P
Q
Aggregate
=
4*P
Remember that it is always good to cross check your answer, e.g. 4*4 =
16, which corresponds to the aggregate supply schedule above.
d.
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 Spring '07
 POE,G.
 Supply And Demand, $5, $7, $1.00, 6 6.33 MB

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