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Brooks Sporting Inc. is prepared to report the following 2016 income statement (shown in thousands of dollars). $$ \begin{matrix} \text{Sales} & \text{\$ 15.300}\\ \text{Operating costs including depreciation} & \text{12.240}\\ \text{EBIT} & \text{\$ 30.60}\\ \text{Interest} & \text{330}\\ \text{EBT} & \text{\$ 2.730}\\ \text{Taxes (40\\%)} & \text{1.092}\\ \text{Net income} & \text{\$ 1.638}\\ \end{matrix} $$ Prior to reporting this income statement, the company wants to determine its annual dividend. The company has 320,000 shares of common stock outstanding, and its stock trades at $37 per share. a. The company had a 25% dividend payout ratio in 2015. If Brooks wants to maintain this payout ratio in 2016, what will be its per-share dividend in 2016? b. If the company maintains this 25% payout ratio, what will be the current dividend yield on the company’s stock? c. The company reported net income of$1.35 million in 2015.Assume that the number of shares outstanding has remained constant.What was the company’s per-share dividend in 2015? d. As an alternative to maintaining the same dividend payout ratio, Brooks is considering maintaining the same per-share dividend in 2016 that it paid in 2015. If it chooses this policy, what will be the company’s dividend payout ratio in 2016? e. Assume that the company is interested in dramatically expanding its operations and that this expansion will require significant amounts of capital. The company would like to avoid transactions costs involved in issuing new equity. Given this scenario, would it make more sense for the company to maintain a constant dividend payout ratio or to maintain the same per-share dividend? Explain.
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Walsh Company is considering three independent projects, each of which requires a $4 million investment. The estimated internal rate of return (IRR) and cost of capital for these projects are presented here:$ $$ \begin{matrix} \text{Project H (high risk):} & \text{Cost of capital =16\\%} & \text{IRR=19\\%}\\ \text{Project M (medium risk):} & \text{Cost of capital =12\\%} & \text{IRR=13\\%}\\ \text{Project L(low risk):} & \text{Cost of capital =9\\%} & \text{IRR=8\\%}\\ \end{matrix} $$ $Note that the projects’ costs of capital vary because the projects have different levels of risk. The company’s optimal capital structure calls for 40% debt and 60% common equity, and it expects to have net income of$7,500,000. If Walsh establishes its dividends from the residual dividend model, what will be its payout ratio?

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This firm has to decide on which of the three projects should be invested in. Project H and M are the best bet for the firm because the internal rate of return is higher than the cost of capital for both. Since the firm is choosing to invest in 2 projects which both cost $4,000,000\$4,000,000, the total capital expenditure will be $8,000,000\$8,000,000.

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