Corporate Finance (The Mcgraw-hill/Irwin Series in Finance  Insurance  and Real Estate)
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Chapter 27, Problem 10QP

NPV and Reducing Float No More Books Corporation has an agreement with Floyd Bank, whereby the bank handles $2.9 million in collections a day and requires a $350,000 compensating balance. No More Books is contemplating canceling the agreement and dividing its eastern region so that two other banks will handle its business. Banks A and B will each handle $1.45 million of collections a day, and each requires a compensating balance of $190,000. No More Books’ financial management expects that collections will be accelerated by one day if the eastern region is divided. Should the company proceed with the new system? What will be the annual net savings? Assume that the T-bill rate is 5 percent annually.

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Plz complete using excel showing formula of work !! XYZ Corp is comparing two different capital structures. Under Plan I, the company has no debt and has 100,000 shares of stock outstanding selling at a price of $20 per share. Under Plan II, the company will convert 40,000 shares of stock outstanding to debt at an interest rate of 10%. Assume that there are no taxes. a. If EBIT is $100,000, which plan will result in higher ROE? b. If EBIT is $800,000, which plan will result in higher ROE? c. What can you conclude from the values of ROE obtained in a. and b.? *ROE is calculated as the ratio of Net Income to Equity
Do not provide solution in imge format. and also do not provide plagarised content otherwise i dislike.   Consider a firm with an EBIT of $865,000. The firm finances its assets with $2,650,000 debt (costing 7.9 percent and is all tax deductible) and 550,000 shares of stock selling at $6.00 per share. To reduce the firm's risk associated with this financial leverage, the firm is considering reducing its debt by $1,000,000 by selling an additional 350,000 shares of stock. The firm's tax rate is 21 percent. The change in capital structure will have no effect on the operations of the firm. Thus, EBIT will remain at $865,000. Calculate the change in the firm's EPS from this change in capital structure. Note: Do not round intermediate calculations and round your final answers to 2 decimal places. EPS before EPS after Difference
A firm currently sells $500,000 annually with 3% bad debt losses. Two alternative policies are available. Policy A would increase sales by $300,000, but bad debt losses on additional sales would be 8%. Policy B would increase sales by an additional $120,000 over Policy A and bad debt losses on the additional $120,000 of sales would be 15%. The average collection period will remain at 60 days (6 turns per year) no matter the policy decision made. The profit margin will be 20% of sales and no other expenses will increase. Assume an opportunity cost of 20% Make no policy change. Change to only Policy A. Change to Policy B (means also taking Policy A first). All policies lead to the same total firm profit, thus all policies are equal.   Need explanation and calculation
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