PREDICTED CASH FLOW FOR EACH YEAR ($25,000) (25,000) (25,000) $18,000 12,000 (8,000) Best Case 25% $18,000 12,000 (8,000) $18,000 12,000 (8,000) Base Case 50% Worst Case 25%

You are considering opening a new plant. The plant will cost $96.2 million upfront and will take one year to build. After that, it is expected to produce profits of $30.2 million at the end of every year of production. The cash flows are expected to last forever. Calculate the NPV of this investment opportunity if your cost of capital is 8.2%. Should you make the investment? Calculate the IRR. Does the IRR rule agree with the NPV rule? Here is the cash flow timeline for this problem: Years Cash Flow ($ million) 0 -96.2 1 2 + 30.2 3 30.2 4 30.2 Forever 30.2

Suppose an opportunity arises to invest $10 million that will pay $5.5 million at the end of year 1 and $6.5 million at the end of year two. The cost of capital is 10%.   Find NPV. Is the project a go? Show and explain Suppose the project’s cash flows are delayed a year, but not the outlay. How does that change your answer? Show and explain Suppose there is a cost overrun of 20%. The cash flows and their timing are the same as in part a. How does this change your answer? Show and explain. Suppose the second-year cash flow decreases to $5 million. The outlay and timing of the cash flows are the same as in part a. How does this change your answer? Show and explain. Evaluate the proposal. Would you undertake it?

You are considering opening a new plant. The plant will cost $95.1 million up front and will take one year to build. After that it is expected to produce profits of $31.8 million at the end of every year of production. The cash flows are expected to last forever. Calculate the NPV of this investment opportunity if your cost of capital is 7.6%. Should you make the investment? Calculate the IRR and use it to determine the maximum deviation allowable in the cost of capital estimate to leave the decision unchanged. The NPV of the project will be $ million. (Round to one decimal place.)

Wavy Inc is examining a project that requires an initial investment of -10 million today.  This will be followed by several years of positive incremental after-tax cash flows.  However, during the last year of the project's life Wavy expects that the incremental cash flow will again be negative.  By which method should Wavy determine whether or not to invest? A) Both NPV or IRR are fine, as they must arrive at same investment decision B) IRR, because there will be no NPV solution in this case C) Neither NPV or IRR are useful in this situation D) NPV, since this project will have two IRRs

You are considering opening a new plant. The plant will cost $104.8 million upfront and will take one year to build. After​ that, it is expected to produce profits of $28.2 million at the end of every year of production. The cash flows are expected to last forever. Calculate the NPV of this investment opportunity if your cost of capital is 7.8%. Should you make the​ investment? Calculate the IRR. Does the IRR rule agree with the NPV​ rule?

| Frontier Corp. is considering a new product that would require an after-tax investment of $1,400,000 at t = 0. If the new product is well received, then the project would produce after-tax cash flows of $650,000 at the end of each of the next 3 years (t = 1, 2, 3), but if the market did not like the product, then the cash flows would be only $100,000 per year. There is a 70% probability that the market will be good. Tsai Corp. could delay the project for a year while it conducted a test to determine if demand would be strong or weak. The project's cost and expected annual cash flows are the same whether the project is delayed or not; however, the timing of the cash flows would change. (There would be the same number of cash flows-only the cash flows would be extended out one extra year.) The project's WACC is 10%. What is the value of the project after considering the investment timing option? a. $108,226.89 b. $137,743.32 c. $167,259.75 d. $196,776.18 e. $216,453.79

You are considering a risk-free investment that costs $4000 and pays $5000 in one year. You can either pay all cash for the investment or you can borrow part and pay cash for the other part. If you borrow $2000, you will be required to pay back $2080 in one year. The risk-free rate is 4%. What is the project’s NPV? Is the NPV affected if you borrow some of the funds?

Suppose your firm is considering investing in a project with the cash flows shown below, that the required rate of return on projects of this risk class is 11 percent, and that the maximum allowable payback and discounted payback statistic for the project are 2 and 3 years, respectively.   Time  0 1 2 3 4 5 6   Cash Flow -1,040 140 460 660 660 260 660 Use the NPV decision rule to evaluate this project; should it be accepted or rejected?

What is the value of the abandonment option (in millions), in the question below? Round your answer to two decimal places... Sunshine Smoothies Company (SSC) manufactures and distributes smoothies.It is considering the introduction of a "weight loss" smoothie.The project would require a $4 million investment outlay today (t = 0).The after-tax cash flows would depend on whether the weight loss smoothie is well received by consumers.There is a 30% chance that demand will be good, in which case the project will produce after-tax cash flows of $2 million at the end of each of the next 3 years.There is a 70% chance that demand will be poor, in which case the after-tax cash flows will be $1 million for 3 years.The project is riskier than the firm's other projects, so it has a WACC of 12%.The firm will know if the project is successful after receiving first year's cash flows.After receiving the first year's cash flows it will have the option to abandon the project.If the firm decides to…