Two firms are competing in the same market. The market deman…

Two firms are competing in the same market. The market demand is given by P=150−Q, where Q is the total quantity produced by both firms. Each firm’s marginal cost is MC=50. Find the Cournot-Nash equilibrium quantities produced by each firm. (3 points) Calculate the market price in equilibrium. (1 point) PLEASE SHOW ALL WORK FOR FULL CREDIT AND USE THE TEXT BOX PROVIDED

EthicsYou’ve recently been hired as a manager in a company w…

EthicsYou’ve recently been hired as a manager in a company with a toxic work culture. Employees regularly cut corners, gossip is common, and few trust upper management. You want to turn this around by promoting ethical behavior and integrity. What specific actions would you take to build an ethical workplace culture in your team or department? How would you model ethical leadership in everyday decisions and interactions? What challenges would you anticipate, and how would you overcome resistance to change?

Managerial Decision-MakingImagine that you are a manager and…

Managerial Decision-MakingImagine that you are a manager and that two of your employees are blaming one another for a recent project not going well. This is a common scenario that you may have already experienced. What factors would you consider in deciding whom to believe? Who else would you talk to before making a decision? What would you do to try to reduce the likelihood of this happening again? Feel free to directly answer these questions in the hypothetical, or reflect on a time this has happened to you.

The demand function for a new smartphone is given by Q=350−2…

The demand function for a new smartphone is given by Q=350−2P, where P is the price in dollars and Q is the quantity demanded. If the price is set at $150, how many units will be sold? (1 point) Find the price elasticity of demand when the price decreases from $150 to $120. (2 points) Is the price elasticity of demand elastic or inelastic? (1 point) PLEASE SHOW ALL WORK FOR FULL CREDIT AND USE THE TEXT BOX PROVIDED

Extra Credit (10 Points) A large number of firms sell an und…

Extra Credit (10 Points) A large number of firms sell an undifferentiated product whose demand is given by P=200−Q. Any firm can produce the product according to TC=20Q, so that MC=20. Supply is thus P=20. Find the price and quantity sold in the market. Calculate total revenue and profits across the firms in the industry. (4 points) A manager at one of the firms (let’s call it Eureka) gets an idea for distribution that changes its cost structure to TC=10+Q+0.5Q2 so that MC=1+Q. The idea is a secret, and no other firms in the industry are able to successfully implement it. What quantity does Eureka now sell? Calculate Eureka’s revenue and profit, if any. (6 points) Hint: As this is a competitive industry, MR=20. PLEASE SHOW ALL WORK FOR FULL CREDIT AND USE THE TEXT BOX PROVIDED