Question: Question 18 (CHAPTER 14) Cal Poly Corporation would like to start a new project: building a high-tech rose float for the next regional contest. This

Question 18 (CHAPTER 14) Cal Poly Corporation would like to start a new project: building a high-tech rose float for the next regional contest. This rose float project will require $53,000 in the initial cost. The company is planning to raise this amount of money by selling new corporate bonds and new stocks. It has a target capital structure of 60 percent common stock, and 40 percent debt. Flotation costs for issuing new common stock is 7%, and for new debt it is 4%. v. (Increase decimal places for any intermediate calculations, from the default 2 to 6 or higher. Only round (a) The true required initial investment that Cal Poly Corporation should use in its valuation of the rose float project is your final answer.) #1 $49,926 #2 $53,000 #3 | $56,074 #4 $56,263 (b) TRUE OR FALSE? The higher the flotation costs, the higher the initial investment that needs to be used in project valuation, and so the lower the project's Net Present Value. This statement is #1 || TRUE #2 FALSE Question 18 (CHAPTER 14) Cal Poly Corporation would like to start a new project: building a high-tech rose float for the next regional contest. This rose float project will require $53,000 in the initial cost. The company is planning to raise this amount of money by selling new corporate bonds and new stocks. It has a target capital structure of 60 percent common stock, and 40 percent debt. Flotation costs for issuing new common stock is 7%, and for new debt it is 4%. v. (Increase decimal places for any intermediate calculations, from the default 2 to 6 or higher. Only round (a) The true required initial investment that Cal Poly Corporation should use in its valuation of the rose float project is your final answer.) #1 $49,926 #2 $53,000 #3 | $56,074 #4 $56,263 (b) TRUE OR FALSE? The higher the flotation costs, the higher the initial investment that needs to be used in project valuation, and so the lower the project's Net Present Value. This statement is #1 || TRUE #2 FALSE
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