Paper For Above instruction
The Weighted Average Cost of Capital by the Due Date Assi
Introduction
The Weighted Average Cost of Capital (WACC) is a critical financial metric used by companies to evaluate the cost of financing projects through a mix of debt, preferred stock, and equity. For Coogly Company, accurately calculating WACC is essential for making informed investment decisions, optimizing capital structure, and maximizing shareholder value. This paper provides a detailed analysis of each component's cost—preferred stock, new equity, and new debt—along with the overall WACC, incorporating advantages and disadvantages of each financing source. Additionally, a visual chart illustrates the weighted contribution of each component to the overall firm’s cost, aiding strategic financial planning.
Component Cost of Preferred Stock
Preferred stock typically pays fixed dividends, and its component cost is calculated by dividing the annual dividend by the net issuing price, considering flotation costs. For Coogly, the preferred stock pays a dividend of $4 per share and sells for $82, with a flotation cost of $6 per share.
The formula is:
Cost of Preferred Stock (Kp) = Dividend / (Net Proceeds)
Where, Net Proceeds = Price - Flotation Cost = $82 - $6 = $76
Therefore,
Kp = $4 / $76 ≈ 5.26%
**Advantages of preferred stock** include ranking above common equity in claim priority and typically requiring fixed dividends, which can provide income stability. **Disadvantages** involve higher costs compared to debt, potential dilution of earnings, and less flexibility due to dividend obligations.
Cost of New Equity
When issuing new common stock, the cost considers the current stock price, dividend, expected growth rate, and flotation costs. The last dividend was $3.80, expected to grow at 7%, the stock sells at $50 per share, with flotation costs of $9.
The dividend growth model (DGM) applies here:
Cost of Equity (Ke) = [D1 / P0 (1 - Flotation Cost %)] + g
Where, D1 = Dividend next year = $3.80 * (1 + 0.07) = $4.066
Net proceeds per share = $50 - $9 = $41
Thus,
Ke = ($4.066 / $41) + 0.07 ≈ 0.0994 + 0.07 ≈ 16.94%
**Advantages** include access to fresh capital, possible favorable market conditions, and potential for growth. **Disadvantages** involve dilution of ownership, issuing costs, and potential market risk if stock prices decline.
Cost of New Debt
The company issues bonds with a market and par value of $1000, coupon rate of 6%, flotation cost of 7%, maturing in 20 years. The after-tax cost considers the tax shield benefits of interest expense:
Annual coupon payment = 6% of $1000 = $60
Net proceeds after flotation costs = $1000 - (7% of $1000) = $930
Yield to Maturity (YTM) approximates the cost of debt, calculated using the following formula:
Cost of Debt (Kd) = [Coupon Payment + (Face Value - Net Proceeds)/Years] / [(Face Value + Net Proceeds)/2]
→ Kd ≈ {($60 + [$1000 - $930] / 20)} / [($1000 + $930)/2] ≈ ($60 + $3.5) / $965 ≈ 6.84%
Adjusted for tax: 6.84% * (1 - 0.40) ≈ 4.10%
**Advantages** of debt include tax deductibility of interest, lower costs than equity, and maintaining control. **Disadvantages** comprise increased financial risk, potential insolvency, and restrictive covenants.
Overall WACC Calculation
The firm's capital structure proportions are 10% preferred stock, 30% debt, and 60% equity. The WACC formula is:
WACC = (E/V) * Ke + (P/V) * Kp + (D/V) * Kd * (1 - Tax Rate)
Where, E = equity, P = preferred stock, D = debt, V = total value; and the respective costs are calculated
Calculations:
Proportion of equity (E/V) = 0.60, Ke = 16.94%
Proportion of preferred stock (P/V) = 0.10, Kp = 5.26%
Proportion of debt (D/V) = 0.30, Kd = 4.10% (after tax)
Applying these:
WACC = (0.60 * 16.94%) + (0.10 * 5.26%) + (0.30 * 4.10%) ≈ 10.16% + 0.53% + 1.23% ≈ 11.92%
**Advantages of WACC** include providing an integrated view of the company's cost of capital, aiding in investment decisions, and serving as a baseline for valuation. **Disadvantages** involve sensitivity to input assumptions, market volatility, and not capturing specific project risks.
Conclusion
In summary, Coogly's WACC is approximately 11.92%, derived from component costs considering flotation, tax effects, and capital structure proportions. While WACC aids decision-making by offering a comprehensive cost measure, it also bears limitations due to market unpredictability and estimation inaccuracies. The company should regularly update these calculations and consider project-specific risk adjustments to optimize capital structure and investment strategies.
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