Chap006-student

# Chap006-student - 6-1Common Stock Valuation•Our goal in...

This preview shows pages 1–10. Sign up to view the full content.

This preview has intentionally blurred sections. Sign up to view the full version.

View Full Document

This preview has intentionally blurred sections. Sign up to view the full version.

View Full Document

This preview has intentionally blurred sections. Sign up to view the full version.

View Full Document

This preview has intentionally blurred sections. Sign up to view the full version.

View Full Document

This preview has intentionally blurred sections. Sign up to view the full version.

View Full Document
This is the end of the preview. Sign up to access the rest of the document.

Unformatted text preview: 6-1Common Stock Valuation•Our goal in this chapter is to examine the methods commonly used by financial analysts to assess the economic value of common stocks.•These methods are grouped into two categories:–Dividend discount models–Price ratio models–Most importantly: Fundamental Analysis6-2The Dividend Discount Model•In the DDM equation:–V(0) = the present value of all future dividends–D(t) = the dividend to be paid tyears from now–k = the appropriate risk-adjusted discount rate( 29( 29( 29( 29T32k1D(T)k1D(3)k1D(2)k1D(1)V(0)+++++++=6-3Example: The Dividend Discount Model•Suppose that a stock will pay three annual dividends of \$200 per year, and the appropriate risk-adjusted discount rate, k, is 8%.•In this case, what is the value of the stock today?( 29( 29( 29( 29( 29( 29\$515.420.081\$2000.081\$2000.081\$200V(0)k1D(3)k1D(2)k1D(1)V(0)3232=+++++=+++++=6-4The Dividend Discount Model:the Constant Growth Rate Model•Assume that the dividends will grow at a constant growth rate g. •Then, the dividend next period (t + 1) is:•In this case, the DDM formula becomes:gkifD(0)TV(0)gkifk1g11gkg)D(0)(1V(0)T=×=≠++--+=( 29 ( 29 ( 29g1tD1tD+×=+6-5Example: The Constant Growth Rate Model•Suppose the current dividend is \$10, the dividend growth rate is 10%, there will be 20 yearly dividends, and the appropriate discount rate is 8%. •What is the value of the stock, based on the constant growth rate model?( 29( 29\$243.861.081.101.10.081.10\$10Vgkifk1g11gkg)D(0)(1V(0)20T=--×=≠++--+=6-6The Dividend Discount Model:the Constant Perpetual Growth Model. •Assuming that the dividends will growforeverat a constant growth rate g.•In this case, the DDM formula becomes:( 29( 29 ( 29( 29kggk1Dgkg1DV<-=-+×=6-7Example: Constant Perpetual Growth Model•Think about the electric utility industry. •In mid-2003, the dividend paid by the utility company, American Electric Power (AEP), was \$1.40.•Using D(0)=\$1.40, k = 6.5%, and g = 1.5%, calculate an estimated value for AEP.•Note: the actual mid-2003 stock price of AEP was \$25.88.( 29( 29\$28.42.015.0651.015\$1.40V=-×=6-8The Historical Average Growth Rate•Suppose the Kiwi Company paid the following dividends:–1998: \$1.502001: \$1.80–1999: \$1.702002: \$2.00–2000: \$1.752003: \$2.20•The spreadsheet below shows how to estimate historical average growth rates, using arithmetic and geometric averages.Year:Dividend:Pct. Chg:2003\$2.2010.00%2002\$2.0011.11%2001\$1.802.86%Grown at2000\$1.752.94%Year:7.96%:1999\$1.7013.33%1998\$1.501998\$1.501999\$1.622000\$1.758.05%2001\$1.892002\$2.047.96%2003\$2.20Arithmetic Average:Geometric Average:6-9The Sustainable Growth Rate•Return on Equity (ROE) = Net Income / Equity•Payout Ratio = Proportion of earnings paid out as dividends•Retention Ratio = Proportion of earnings retained for investmentRatio)Payout-(1ROERatioRetentionROERateGrowtheSustainabl×=×=6-10...
View Full Document

## This note was uploaded on 05/27/2011 for the course ACCOUNTING 000111102 taught by Professor Dr.majedqbajeh during the Spring '11 term at Philadelphia.

### Page1 / 37

Chap006-student - 6-1Common Stock Valuation•Our goal in...

This preview shows document pages 1 - 10. Sign up to view the full document.

View Full Document
Ask a homework question - tutors are online