(1) Complete the above table by filling all blanks. (2) As long as Tony and Jill operate as a profit-maximizing monopoly, what will the weekly market quantity of water supplied by Tony & Jill (Qm), price of water (PM), and their weekly joint profit? QM (Q51) PM = $ (Q52) Profit = $ (Q53)
(1) Complete the above table by filling all blanks. (2) As long as Tony and Jill operate as a profit-maximizing monopoly, what will the weekly market quantity of water supplied by Tony & Jill (Qm), price of water (PM), and their weekly joint profit? QM (Q51) PM = $ (Q52) Profit = $ (Q53)
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
Related questions
Question
![Imagine a small town, in which only two residents, Tony and Jill, own wells that produce water for safe
drinking. Each Saturday, Tony and Jill work together to decide how many gallons of water to pump,
bring the water to town, and sell it at whatever price the market will bear. Meanwhile, suppose that it
costs $1/gallon for Tony &Jill to pump & deliver water to the customer: i.e., the marginal cost, MC =
$1.
The weekly town demand schedule and total revenue schedule for water is reflected in the table
below. Note: Price (P) is a function of the weekly market quantity (Q): i.e., P = 13 – 0.1 Q
Total
Marginal
Total
Marginal
Cost
Revenue Revenue
Quantity
(Q)
Price
Cost
Profit
(P)
(TR)
(MR)
(TC)
(MC)
(TT)
13
N.A
N.A
10
12
120
12
10
1
110
20
11
220
10
20
1
200
30
10
300
1
40
1
50
8
60
7
70
6
1
80
1
90
4
1
100
3
1
110
220
1
120
1
120
1
130
-12
130
1
-130
(1) Complete the above table by filling all blanks.
(2) As long as Tony and Jill operate as a profit-maximizing monopoly, what will the weekly market
quantity of water supplied by Tony & Jill (QM), price of water (PM), and their weekly joint profit?
QM =
(Q51)
PM = $.
(Q52)
Profit =
(Q53)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3e1886ae-64f1-4788-856c-ffd56efd56c8%2F0edf6989-bfba-47e7-b2af-51117b83e522%2Fqxr9nw_processed.png&w=3840&q=75)
Transcribed Image Text:Imagine a small town, in which only two residents, Tony and Jill, own wells that produce water for safe
drinking. Each Saturday, Tony and Jill work together to decide how many gallons of water to pump,
bring the water to town, and sell it at whatever price the market will bear. Meanwhile, suppose that it
costs $1/gallon for Tony &Jill to pump & deliver water to the customer: i.e., the marginal cost, MC =
$1.
The weekly town demand schedule and total revenue schedule for water is reflected in the table
below. Note: Price (P) is a function of the weekly market quantity (Q): i.e., P = 13 – 0.1 Q
Total
Marginal
Total
Marginal
Cost
Revenue Revenue
Quantity
(Q)
Price
Cost
Profit
(P)
(TR)
(MR)
(TC)
(MC)
(TT)
13
N.A
N.A
10
12
120
12
10
1
110
20
11
220
10
20
1
200
30
10
300
1
40
1
50
8
60
7
70
6
1
80
1
90
4
1
100
3
1
110
220
1
120
1
120
1
130
-12
130
1
-130
(1) Complete the above table by filling all blanks.
(2) As long as Tony and Jill operate as a profit-maximizing monopoly, what will the weekly market
quantity of water supplied by Tony & Jill (QM), price of water (PM), and their weekly joint profit?
QM =
(Q51)
PM = $.
(Q52)
Profit =
(Q53)
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