c.s Valuation

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    10-2

    Fundamental Analysis

    Present value approach

    Capitalization of expected income

    Intrinsic value based on the discounted valueof the expected stream of cash flows

    Multiple of earnings approach

    Valuation relative to a financial performance

    measure

    P/E ratio

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    10-3

    Intrinsic value of a security is

    Estimated intrinsic value compared to thecurrent market price

    What if current market price is different thanestimated intrinsic value?

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    t tk)(

    Cash Flowsuri tysecValue o f

    1 1

    Present Value Approach

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    Required Inputs

    Discount rate

    Required rate of return: minimum expectedrate to induce purchase

    The opportunity cost of dollars used forinvestment

    Expected cash flows

    Stream of dividends or other cash payoutsover the life of the investment

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    Required Inputs

    Expected cash flows

    Dividends paid out of earnings

    Earnings important in valuing stocks

    Retained earnings enhance future earningsand ultimately dividends

    Retained earnings imply growth and futuredividends

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    Current value of a share of stock is thediscounted value of all future dividends

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    DP

    Dividend Discount Model

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    Assume no growth in dividendsFixed dollar amount of dividends reduces the

    security to a perpetuity

    Similar to preferred stock because dividendremains unchanged

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    DP 00

    Dividend Discount Model

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    Assume a constant growth in dividendsDividends expected to grow at a constant

    rate, g, over time

    D1 is the expected dividend at end of the first

    periodD1=D0 1+g)

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    DP

    10

    Dividend Discount Model

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    Dividend Discount Model

    Implications of constant growth

    Stock prices grow at the same rate as thedividends

    Stock total returns grow at the required rate ofreturn

    Growth rate in price plus growth rate in dividendsequals k, the required rate of return

    A lower required return or a higher expectedgrowth in dividends raises prices

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    Dividend Discount Model

    Multiple growth rates two or moreexpected growth rates in dividends

    Assume growth at a rapid rate for n periods

    followed by steady growth

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    Dividend Discount Model

    Multiple growth rates

    First present value covers the period of super-normal (or sub-normal) growth

    Second present value covers the period ofstable growth

    Expected price uses constant-growth model as ofthe end of super- (sub-) normal period

    Value at n must be discounted to time period zero

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    0 k=16% 1 2 3 4

    g = 30% g = 30% g = 30% g = 6%

    D0 = 4.00 5.20 6.76 8.788 9.315

    4.48

    5.025.63

    59.68 P3= 9.315

    74.81 = P0 .10

    Example Valuing equity with growth of30% for 3 years, then a long-run constant

    growth of 6%

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    What About Capital Gains?

    Is the dividend discount model onlycapable of handling dividends?

    Capital gains are also important

    Price received in future reflectsexpectations of dividends from that pointforward

    Discounting dividends or a combination ofdividends and price produces same results

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    Intrinsic Value

    Fair value based on the capitalization ofincome process

    The objective of fundamental analysis

    If intrinsic value >(

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    P/E Ratio orEarnings Multiplier Approach

    Alternative approach often used bysecurity analysts

    P/E ratio is the strength with whichinvestors value earnings as expressed instock price

    Divide the current market price of the stock by

    the latest 12-month earningsPrice paid for each $1 of earnings

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    To estimate share value

    P/E ratio can be derived from

    11/EPEP/E ratioearningsestimatedP oo

    k - g

    /ED/Eor P

    k - g

    DP oo

    111

    1

    P/E Ratio Approach

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    P/E Ratio Approach

    The higher the payout ratio, the higher theP/E ratio

    Payout ratio is the proportion of earnings that

    are paid out as dividends

    The higher the expected growth rate, g,the higher the P/E

    The higher the required rate of return, k,the lower the P/E

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    P/E Ratios and Interest Rates

    IR Related to the required rate of return

    As interest rates increase, required rates

    of return on all securities generallyincrease

    P/E ratios and interest rates are indirectly

    related

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    Which Approach Is Best?

    Best estimate is probably the presentvalue of the (estimated) dividends

    Can future dividends be estimated with

    accuracy?

    P/E multiplier remains popular for its easein use and the objections to the dividend

    discount model

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    Which Approach Is Best?

    Complementary approaches?

    P/E ratio can be derived from the constant-growth version of the dividend discount model

    Dividends are paid out of earnings

    Using both increases the likelihood ofobtaining reasonable results

    Dealing with uncertain future is alwayssubject to error

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    Other Multiples

    Price-to-book value ratio

    Ratio of share price to stockholder equity asmeasured on the balance sheet

    Price paid for each $1 of equity

    Price-to-sales ratio

    Ratio of a companys total market value (price

    times number of shares) divided by sales Market valuation of a firms revenues

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    Preferred Stock Valuation

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    Preferred Stock

    Preferred stock is superior to commonstock in the event of liquidation. Typically,preferred stock pays a fixed dividend

    periodically and the preferred stockholdersare usually not entitled to vote as are thecommon shareholders.

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    Preferred Stock Valuation

    Preferred stock is very much like common

    stock, except that the dividends areconstant (i.e., the growth rate is 0%)

    Therefore, we can use the DDM with a 0%

    growth rate to find the value:

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    Preferred Stock Valuation

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    Preferred Stock: An Example

    Suppose that you are interested inpurchasing shares of a preferred stockwhich pays a $5 dividend every year. Ifyour required return is 7%, what is theintrinsic value of this stock?

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    Preferred Stock: An Example

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