WorldTrans is considering a project that has an up-front cost at t = 0 of $2,700. (All dollars in this problem are in thousands.) The project's subsequent cash flows are critically dependent on whether a competitor's product is approved by the Food and Drug Administration. If the FDA rejects the competitive product, WorldTrans's product will have high sales and cash flows, but if the competitive product is approved, that will negatively impact WorldTrans. There is a 60% chance that the competitive product will be rejected, in which case WorldTrans's expected cash flows will be $750 at the end of each of the next seven years (t = 1 to 7). There is a 40% chance that the competitor's product will be approved, in which case the expected cash flows will be only $50 at the end of each of the next seven years (t = 1 to 7). WorldTrans will know for sure one year from today whether the competitor's product has been approved. ​ WorldTrans is considering whether to make the investment today or to wait a year to find out about the FDA's decision. If it waits a year, the project's up-front cost at t = 1 will remain at $2,700, the subsequent cash flows will remain at $750 per year if the competitor's product is rejected and $50 per year if the alternative product is approved. However, if WorldTrans decides to wait, the subsequent cash flows will be received only for six years (t = 2 ... 7). In addition, once WorldTrans knows the outcome of the FDA's decision, it will not take on the project if its NPV is negative. ​ This is a risky project, so a WACC of 16.6% is to be used. If WorldTrans chooses to wait a year before proceeding, what is the value (in thousand) of the timing option today? Do not round intermediate calculations. ​ Group of answer choices $12.47 $8.31 $10.39 $9.87 $8.83

What percent of the world's water demand is used for agricultural purposes?  Group of answer choices A 90% B 70% C 6% D 55%

Marryweather Ltd. is a company that sells machines in the US and the EU. The inverse demand functions for the two markets are given as Pus = 10 – Yus and pgu = 6 - Yev. respectively. The machines for both markets are manufactured in Poland with a fixed % marginal cost of $2 and sold to clients only through its online retail stores (assume the online stores are affiliates of the company and that the profits are directly recorded by Marryweather, Ltd.). Due to its unique patented technology, the company is a monopoly in both markets. 1. Assume, instead of the exclusive territorial agreements, Marryweather, Ltd. has one global retail agreement with its online vendor that sells to both markets. Drawing a diagram (with the proper labels) show the combined market demand and marginal revenue. What is the price? What is the total profit? How many machines does the company sell in each market? 2. If Marryweather, Ltd. could perfectly price discriminate in the combined market from part (b), what…

You are the international manager of a US business that has just developed a revolutionary new personal computer that can perform the same functions as existing PCs but costs only half as much to manufacture. Several patents protect the unique design of this computer. Your CEO has asked you to formulate a recommendation for how to expand into western Europe. Your options are (a) to export from the US, (b) to license a European firm to manufacture and market the computer in Europe, and (c) to set up a wholly owned subsidiary in Europe. Evaluate the pros and cons of each alternative and suggest a course of action to your CEO.   please help with disussion post, needs to be 150 words at least

Three firms in a single industry are the only source, in a given airshed, of emissions of a uniformly mixed pollutant, say, CO₂. Their emissions levels are currently e₁ = 300, e2 = 200, and e3 100, where the subscript denotes firms. The environmental regulator has decided that emissions should be reduced by half, to E=300. The firms' abatement cost functions are given by C₁ (a₁) = 0.1a₁, C₂(a₂) = 0.2a2, and C3 (a3) = 0.3a²3 respectively. (It is assumed that these functions describe the firms' entire cost structure, including the cost of producing the optimal level of output given e;.) Enforcement costs are zero and there is no uncertainty. Suppose the regulator decide to employ a Command-and-Control scheme, requiring that each firm reduce its emissions in proportion to ej. Calculate the aggregate cost of abatement and each firm's emissions level.

The market demand for a monopoly firm is estimated to be:   Qd = 80,000 -400P + 3M + 2000PR   where Q is output, P is price, M is income, and PR is the price of a related good. The manager has forecasted the values of M and PR will be $60,000 and $15, respectively, in 2018. For 2018, the forecasted demand function is…

Marryweather Ltd. is a company that sells machines in the US and the EU. The inverse Pus = 10 – Yus and pgu = 6 – YEu, demand functions for the two markets are given as respectively. The machines for both markets are manufactured in Poland with a fixed % marginal cost of $2 and sold to clients only through its online retail stores (assume the online stores are affiliates of the company and that the profits are directly recorded by Marryweather, Ltd.). Due to its unique patented technology, the company is a monopoly in both markets. 1. Assuming Marryweather, Ltd. has an exclusive territorial online retail agreement in each market with its vendors (an online vendor in the US cannot sell to an address in Europe, and vice versa), what would be the profit-maximizing prices and quantities in the US and the EU? What are the profits from each market? 2. Assume, instead of the exclusive territorial agreements, Marryweather, Ltd. has one global retail agreement with its online vendor that sells…