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cost of PREFERRED STOCK INCLUDING FLOTATION Trivoli Industries plans to issue perpetual preferred stock with an \(\$ 11.00\) dividend. The stock is currently selling for \(\$ 97.00 ;\) but flotation costs will be \(5 \%\) of the market price, so the net price will be \(\$ 92.15\) per share. What is the cost of the preferred stock, including flotation?

Short Answer

Expert verified
11.93% is the cost of preferred stock including flotation.

Step by step solution

01

Understand the Components

We need to calculate the cost of preferred stock including flotation costs. We have the following information: a dividend of $11.00, the current selling price of the stock at $97.00, and flotation costs of 5% of the market price. The net price after flotation is $92.15.
02

Calculate Flotation Costs

First, calculate the actual flotation costs. Flotation costs are 5% of the stock's current market price of $97.00. So the flotation cost per share is given by:\[ \text{Flotation Costs} = 0.05 \times 97.00 = 4.85 \]
03

Compute the Net Price

The net price after accounting for flotation costs is the market price minus the flotation costs:\[ \text{Net Price} = 97.00 - 4.85 = 92.15 \]This matches the provided information in the problem.
04

Determine the Cost of Preferred Stock

The cost of preferred stock including flotation is calculated using the formula:\[ k_p = \frac{D}{P_n} \]where \(D\) is the dividend, and \(P_n\) is the net price per share. So,\[ k_p = \frac{11.00}{92.15} \approx 0.1193 \text{ or } 11.93\% \]

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Flotation Costs
Flotation costs are the fees and expenses incurred when a company issues new stocks, bonds, or other securities. These costs cover a variety of expenses like underwriting fees, legal fees, and registration fees. For preferred stock, flotation costs are typically expressed as a percentage of the stock's total market price.
When calculating flotation costs, you multiply the percentage by the current market price of the stock. For example, if the flotation cost is 5% and the stock price is $97, the flotation cost per share would be \[ 0.05 \times 97 = 4.85 \] This cost directly affects the net proceeds the company receives. It effectively reduces the amount available for business use. Companies must account for these costs to understand the true financial impact of issuing new shares.
Preferred Stock Valuation
Preferred stock valuation involves determining the value of a preferred share in the market. Preferred shares are unique because they often provide fixed dividends and have different rights than common stock. Because of this fixed dividend feature, preferred stock is often valued similar to a bond.
The value of preferred stock is usually expressed by taking into account the dividend payments to be received and the current market conditions. When determining the worth of preferred stock, investors consider both the price they are paying and any associated costs, like flotation costs.
The market price before flotation costs gives an estimate of what investors are willing to pay. However, the net price, which includes flotation costs, represents the actual financial transaction value to the business. By calculating the net price \[ \text{Net Price} = \text{Market Price} - \text{Flotation Costs} \] you get a clearer picture of the real earnings from issuing preferred stock.
Dividend Calculation
Dividends from preferred stock are payments to shareholders made from a company's profits. They are typically fixed and do not fluctuate like common stock dividends. Calculation of dividends is essential, especially when understanding the cost of financing through preferred shares.
For example, in the given scenario, the dividend is $11.00 per share. This dividend rate plays a crucial role in determining the cost of preferred stock with the formula:
\[ k_p = \frac{D}{P_n} \]
where \(D\) is the dividend amount and \(P_n\) is the net price of the stock. This equation helps in calculating the cost of issuing preferred stock as a percentage (\(11.93\%\) in this case). It reflects how much a company pays in dividends relative to the money it actually receives from issuing the shares, after adjusting for flotation costs.

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Most popular questions from this chapter

WACC AND PERCENTAGE OF DEBT FINANCING Hook Industries' capital structure consists solely of debt and common equity. It can issue debt at \(\mathrm{r}_{\mathrm{d}}=11 \%,\) and its common stock currently pays a \(\$ 2.00\) dividend per share \(\left(\mathrm{D}_{0}=\$ 2.00\right) .\) The stock's price is currently \(\$ 24.75\) its dividend is expected to grow at a constant rate of \(7 \%\) per year, its tax rate is \(35 \%\), and its WACC is \(13.95 \%\). What percentage of the company's capital structure consists of debt?

AFTER-TAX COST OF DEBT The Heuser Company's currently outstanding bonds have a \(10 \%\) coupon and a \(12 \%\) yield to maturity. Heuser believes it could issue new bonds at par that would provide a similar yield to maturity. If its marginal tax rate is \(35 \%,\) what is Heuser's after-tax cost of debt?

Patton Paints Corporation has a target capital structure of \(40 \%\) debt and \(60 \%\) common equity, with no preferred stock. Its before-tax cost of debt is \(12 \%\), and its marginal tax rate is \(40 \%\). The current stock price is \(P_{0}=\$ 22.50\). The last dividend was \(\mathrm{D}_{0}=\$ 2.00,\) and it is expected to grow at a \(7 \%\) constant rate. What is its cost of common equity and its WACC?

cost of COMMON EQUITY The Bouchard Company's EPS was \(\$ 6.50\) in \(2008,\) up from \(\$ 4.42\) in \(2003 .\) The company pays out \(40 \%\) of its earnings as dividends, and its common stock sells for \(\$ 36.00\) a. Calculate the past growth rate in earnings. (Hint: This is a 5-year growth period.) b. The last dividend was \(D_{0}=0.4(\$ 6.50)-\$ 2.60 .\) Calculate the next expected dividend, \(D_{1},\) assuming that the past growth rate continues. c. What is Bouchard's cost of retained earnings, \(r_{s} ?\)

Tunney Industries can issue perpetual preferred stock at a price of \(\$ 47.50\) a share. The stock would pay a constant annual dividend of \(\$ 3.80\) a share. What is the company's cost of preferred stock, \(r_{p}\) ?

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