You're managing a software project which has 100000 budget. There's a 40% chance that Covid-19 will cause a three-Month ?delay, costing $12000. What's the Expected Value a) 4800 b) 40000 88000 di 112000

A maker of mechanical systems can reduce product recalls by 25% if it purchases new packaging equipment. The cost of the new equipment is expected to be $40,000 four years from now. How much could the company afford to spend now, instead of 4 years from now, if it uses a minimum attractive rate of return of 12% per year?

The most likely outcomes for a particular project are estimated as follows: Unit price: $ $ $300,000 40,000 units per year 70 Variable cost: 50 Fixed cost: Expected sales: However, you recognize that some of these estimates are subject to error. Suppose that each variable may turn out to be either 10% higher or 10% lower than the initial estimate. The project will last for 10 years and requires an initial investment of $2.2 million, which will be depreciated straight-line over the project life to a final value of zero. The firm's tax rate is 21% and the required rate of return is 12%. (For all the requirements, a negative amount should be indicated by a minus sign. Enter your answer in dollars not in millions. Do not round intermediate calculations. Round your answer to the nearest dollar amount.) a. What is project NPV in the best-case scenario, that is, assuming all variables take on the best possible value? b. What is project NPV in the worst-case scenario? a. NPV b. NPV

You have just been offered a contract worth $ 1.15 million per year for 7 years. However, to take the contract, you will need to purchase some new equipment. Your discount rate for this project is 12.4%. You are still negotiating the purchase price of the equipment. What is the most you can pay for the equipment and still have a positive NPV? Question content area bottom Part 1 The most you can pay for the equipment and achieve the 12.4% annual return is $ enter your response here million. Round to two decimal places.)