###### Suppose the US implements a trade policy that produces an increase in imports. What special-interest groups in the US will most likely gain from the
September 3, 2020
###### 9.* Consider the following game in extensive form : N = ( 1 , 2, 37. 1. 2 e 5. 6, 1\ 2 , 4 , 7\ 4 . 3 . 6 5 . 6, 1\ 6 . 7 , 3 3, 7 . 4 4, 2. 6 6 , 3
September 3, 2020

I see that most of these questions were already submitted before, so it should not take too much time to get the answers.Question 11 A manager faces two separate markets (A and B) for the same product. The estimated demand functions are given below:Qa = 2000 – 100 PaQb = 3000 – 125 PbIf the manager has 1000 units to sell, how many units of the product should be sold in Market A?Question 12 A manager faces two separate markets (A and B) for the same product. The estimated demand functions are given below:Qa = 2000 – 100 PaQb = 3000 – 125 PbNow assume that the manager can produce any amount of the product at a MC of \$10 per unit, how many units should be sold to Group A?Question 13 A manager faces two separate markets (A and B) for the same product. The estimated demand functions are given below:Qa = 2000 – 100 PaQb = 3000 – 125 PbNow assume that the manager can produce any amount of the product at a MC of \$10 per unit, what price should be charged to Group A?Question 14A manager faces two separate markets (A and B) for the same product. The estimated demand functions are given below:Qa = 2000 – 100 PaQb = 3000 – 125 PbNow assume that the manager can produce any amount of the product at a MC of \$10 per unit, what is the profit maximizing quantity that should be offered to Group B?Question 15A manager faces two separate markets (A and B) for the same product. The estimated demand functions are given below:Qa = 2000 – 100 PaQb = 3000 – 125 PbNow assume that the manager can produce any amount of the product at a MC of \$10 per unit, what price should be charged to Group B?

Question 11A manager faces two separate markets (A and B) for the same product. The estimated demand functions are given below:Qa = 2000 – 100 PaQb = 3000 – 125 PbIf the manager has 1000 units…