Use the following to answer questions 6-10: Suppose that firms 1, and 2 are Cournot duopolists...
Questions 10-12 rely on the following prompt: Firm 1 and Firm 2 compete as Cournot duopolists, producing q1 and q2 units of output respectively, such that market output Q=q1+q2. They face market inverse demand of P = 400 − 2Q. Firm 1’s Total cost is given by TC1=2q1^2. Firm 2’s by TC2=2q2^2. 10. What is Firm 1’s equilibrium profit maximizing output level, q1*? 11. What is market output in the Cournot equilibrium for this market (so, what is the value...
of output respectively, suc. Firm 1 and Firm 2 compete as Cournot duopolists, producing q1 and q units that market output Q = q1 + q2. They face market inverse demand of P-400-20. Firm l's Total cost is given by TG, = 2q3. Finn 2's by TC2-2 . 10, what is Firm l's equilibrium profit maximizing output level, qǐ? 11. What is market output in the Cournot equilibrium for this market (so, what is the value of Q. = qi...
Answer: cout << k/(i+j) Q1) Provide code that outputs a random number 10 through 20? Q2) Provide code that outputs a random character 'a' through ‘y'? Q3) Using char c = 'A'; Output “BCD” without changing the value of c. Q2) Provide code that outputs a random character ‘a' through ‘y'?
PLEASE ANSWER ALL PARTS AND SHOW WORK. THANK YOU! Find the point on the graph of z = -22 - y2 - ty that is the farthest above the plane 5x + 4y + z = -3 (use vertical distance, not overall distance). How far above the plane is that point? Select one: a. 12 b. 5 C. 3 d. 10 e. 7 If X and Y have joint density function 8xy if 0 < x <1, 0 < y...
For each the following market structures: 1. Monopoly (1 firm) 2. Cartel (2 firms) 3. Cournot (2 firms) 4. Stackleberg (2 firms) 5. Bertrand (2 firms) Given the demand curve: Q = 120 – P and marginal costs = 20 find the following A) Price B) Total Quantity: Q C) Quantity firm 1: q1 D) Quantity firm 2: q2 E) Total profit F) Profit for firm 1 G) Profit for firm 2
Page < Use the following to answer questions 11-13 B(4) 6 12 D(6 6 12 A(2) C(2) 11. Given the network shown above, what is the earliest start time for activity D a. 4 b. 6 c. 8 d. 10 e. 12 12. Given the network shown above, what is the latest finish time for activity A? a. 0 b. 2* c. 4 d. 6 c. 8 13. Given the network shown above, what is the slack time for activity...
For questions (2) and (3) suppose the government imposes an emission standard on the firms requiring Firm 1 to reduce emissions by 30 tons and Firm 2 to reduce emissions by 20 tons. Question 2 10 pts Does the emission standard bring about a cost-effective allocation of pollution control responsibility? Yes NO Question 3 10 pts Calculate the total cost of pollution control for Firm 1 and for Firm 2. TCC1 - $ TCC2 = $ rvices Consider an industry...
4, (10 points) Use the reflection principle to find the probability P(Ma = 6), where MS- maxo<iG8S, and ( Snhoo is a simple symmetric random walk starting in 0 (S0 = 0).
6. (5 marks) Suppose Y is a Normal random variable. If P(Y <1)=0.25 and P(Y > 0)=0.9. what are y, and o?
Q1 Given, f(x) = {, 4,05x<2 6x + 1, 2 <x< 4 (a) Sketch the graph of f(x) and its even half-range expansion. Then sketch THREE (3) full periods of the periodic function in the interval -12 < x < 12. (6 marks) (b) Determine the Fourier cosine coefficients of Q1(a). (10 marks) (c) Write out f(x) in terms of Fourier coefficients you have found in Q1(b). (4 marks) [Total: 20 marks]