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The Acme Chip Manufacturing Company (potato not computer) has a target capital structure of 40% debt and 60% common equity. They also have a 40% tax rate. HINT: you need this to calculate the "after-tax" cost of debt! They have three projects under consideration code named: Manny, Moe, and Jack. All are independent. The IRRs for the three projects: Manny 16% Moe 13% Jack 10% All three projects have an initial investment of $1,000,000. Acme can borrrow up to $2,000,000 from the bank at a quoted interest rate (the "before-tax" cost of debt) of 8%. They also have a reported $3,000,000 in Retained Earnings available for new projects. Additional information: The next common stock dividend they pay will be $4.00 per share. They also expect a growth rate of 5% on common equity. New common stock can be sold for $50.00 per share, with flotation costs of $10.00 per share. Now if I were mean I would have you now calculate the "cost of issuing new common stock" - see page 368 in your text - as you have all the data you need. OK - so I'm mean - BUT (hint time) if I were you at this point I'd go to page 368 and use equation 9.8 to figure out that cost of using new common stock! But remember - it's always cheaper to use retained earnings than issuing new common stock. So as long as they have retained earnings to use (as they DO in part 1) you don't have to sell new common for part 1. For part two on the other hand ... Part 1: a. Which projects would you accept and why? Yes, I need to see some "number crunching". b. What would be your capital budget? Part 2: Let's change one thing. The federal government has decided to increase the regulations affecting the manufacturing of chips. Complying with these new regulations will cost Acme $3 million, wiping out their retained earnings. So now: a. Which projects would you accept and why? More number crunching please! b. What would be their capital budget now?
will all steps written out
Billy D's Basketball Camp is considering a project that will result in initial aftertax cash savings of $3.9 million at the end of the first year, and these savings will grow at a rate of 5 percent per year indefinitely. What is the discount rate tha..
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