MPB = 90 – 4Q; MSB = 80 - 4Q; MC: P = 30 + Q;
|
Q |
MPB |
MSB |
MC |
P=MR |
|
0 |
90 |
80 |
30 |
35 |
|
5 |
70 |
60 |
35 |
35 |
|
10 |
50 |
40 |
40 |
35 |
|
15 |
30 |
20 |
45 |
35 |
|
20 |
10 |
0 |
50 |
35 |
|
25 |
-10 |
-20 |
55 |
35 |
A. As the MSB and MPB is greater than the cost associated at price of $35, the consumers would get the rabies vaccine for their dogs.
B. From the social perspective, the rabies would yield in positive externality and hence consumers should get their dogs vaccinated with rabies
The following functions show the relationship between price, costs and the number of dogs receivi...
help with #7, please!
Notes: Show all calculations. Draw neat graphs Price discrimination by a monopolist A profit-maximizing monopolist sells the same good in 3 separate markets. The demand functions and cost function are given below Demand in Market 1: P 80-4Q, Demand in Market 2: P,-100 50 Demand in Market 3: P,-70 - 60, Cost function: C- 20 +2-4Q, where Q is total output, 1. (4 points) Obtain the firm's profit function in terms of the three choice variables...
help with #4, please!
Notes: Show all calculations. Draw neat graphs Price discrimination by a monopolist A profit-maximizing monopolist sells the same good in 3 separate markets. The demand functions and cost function are given below Demand in Market 1: P 80-4Q, Demand in Market 2: P,-100 50 Demand in Market 3: P,-70 - 60, Cost function: C- 20 +2-4Q, where Q is total output, 1. (4 points) Obtain the firm's profit function in terms of the three choice variables...
Willy's widgets, a monopoly, faces the following demand schedule (sales of widgets per month): Price $20 30 40 50 60 70 80 90 100 Quantity 40 35 30 25 20 15 10 5 0 Calculate marginal revenue over each interval in the schedule (for example, between Q = 40 and Q=35). Recall that the revenue is the added revenue from an additional unit of production/sales and assume MR is constant within each interval. If marginal cost is constant at $20...
1. Suppose supply in a market is Qs = P + Ps = 30, where P is the price and Q is the quantity. There is perfect competition in this market and demand is Qp = 80 - P + PD = 160 - 20. (D) The equations to the right are the inverse functions. (a) Calculate price and quantity in equilibrium. Illustrate the equilibrium in a figure. Mark carefully the slopes and in- tercepts (the intersections of the curves...
2. A perfectly competitive firm (price-taker) has the following schedule of average and marginal costs: Q AFC AVC ATC MC 0 1 300 100 400 100 2 150 225 50 100 70 170 60 80 4 75 73 148 140 60 110 6 50 90 103 140 146 140 180 230 7 8 43 38 119 156 171 190 138 160 290 360 33 30 10 For each of the following market prices, determine the following: The profit maximizing output...
2. Determine the returns to scale of the following functions. Show your work. a) Q=4K + 3L b) Q= 2KL c) Q 10K/L Given fixed cost = $10 and the total cost given belowcompletethetable assumingfixed price of$8.00. Total Product AVC ATC TR Profit AFC TC MC 20 28 lo Io 20 -12 lG 24 -12 3.13 2.5 36 40 48 58 72 90 110 2o 9 4o 48 I.cc 87 8.28 ty 25225 一 s0 . 30 10 10
Chap 11 Practice: Costs, Profits and Profit Maximization Price Number of wortes given Total dudon Q Total Revenue PQ War Revenue IMQ Tal Fed Costs TEC Tetable Cost TVC Total Costs TVC Au Varble Cont TV Are Maria Cost Coast 1000 1000 given C TC-TR 0 $80 1801 2 803 330 320 320 6 $ 0 $300 0 5300 N 2 3160 $80 3199 $150 $450 $ 3 525 $ $2.10 5 Shop 12033005300 6602 $60.120.50 $200 9 7200...300 $450...
Exhibit 7. Suppose that in a recent market period, the following relationship existed between the price of tablet devices and the quantity supplied and quantity demanded. Price 5330 $340 $350 S360 Quantity Demanded 100 million 90 million 80 milliorn 70 million Quantity Supplied 40 million 60 million 80 million 100 million S370ich 29-Graph the supply and demand curves for tablet devices using the information in the table. What are the equilibrium price and 60 million 120 million quantity? 30- In...
Analyze the following three scenarios (Efficient, A, and B) describing the market for widgets. ● Consider the market for widgets, consumers have a market (aggregate) marginal benefit curve of MB = 90 – 2Q. The supplier(s) in that market have a market (aggregate) marginal cost curve of MC = 4Q. Efficient Outcome ● Use the marginal benefit and marginal cost equations given above to determine the efficient quantity (Q*) and the joint surplus (JS*) based on that quantity. Equilibrium with...
If p is the price in dollars of computer mice at time, t, then we can think of price as a function of time. Similarly, 1. then number of computer mice demanded by consumers at any time, and the number of computer mice supplied by producers at any time, may also be considered as functions of time as well as functions of price. Both the quantity demanded and the quantity supplied depend not only on the price, but also on...