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    Amity Business School

    Amity Business SchoolMBA Class of 2013, Semester II

    FINANCIAL MANAGEMENTModule II

    BHAVNA RANJAN1

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    Module II: Valuation Concepts

    Time Value of Money,

    Risk and Return,

    Financial and Operating Leverage.

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    RISK AND RETURN

    While taking any financing decisions regarding investmentand financing, the finance manager has to achieve a right

    balance between risk and return.

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    CONCEPT OF RETURN

    The objective of any investor is to maximize expected returns

    from the investments.

    Returns may be

    - Realized return- Expected return

    COMPONENTS OF RETURN

    -Yield - The periodic cash receipts or income on the investmentin the form of interest and dividends

    -Capital Gain Appreciation (depreciation) in the price of the

    asset. It is the difference between the purchase price and the

    price at which asset can be sold.4

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    RETURN OF A SINGLE ASSET - MEASURING

    RATE OF RETURN

    The rate of return on an asset / investment for a given period

    is the annual income received plus change in market price.

    k = Dt + (Pt Pt-1)

    Pt-1Where k = Rate of return

    Dt = Income or cash flows receivable from the securityPt = Price of the security at the end of the holding

    period

    Pt-1 = Price at the beginning of the holding period

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    Illustration

    a) If a share of ACC is purchased for Rs 3580 on January 10 last

    year, and sold on January 11 of this year at Rs 3700 and the

    company paid a dividend of Rs 35 for the year, calculate rate of

    return

    a) If a 14% Rs 1000 ICICI debenture was purchased for Rs 1350and the price of this security rises to Rs 1500 by the end of a

    year, calculate rate of return on the debenture.

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    PROBABILITIES AND RATES OF RETURN

    The expected Rate of Return is the weighted average of all

    possible returns multiplied by their respective probabilities.

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    Illustration

    Rate of Return

    State of the

    Economy

    Probability of

    economy

    Bharat

    Foods

    Oriental

    Shipping

    Boom 0.30 16 40

    Normal 0.50 11 10

    Recession 0.20 6 -20

    Calculate Expected Rate of Return

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    RISK

    Risk can be defined as the variability of actual return from the

    expected return associated with the given asset/ investment.

    The greater the variability, greater is the risk.

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    MEASUREMENT OF RISK

    The risk associated with a single asset is assessed from both

    behavioral and quantitative/ statistical point of view.

    Behavioral view of risk can be obtained by using

    - Sensitivity analysis

    - Probability (distribution)

    Quantitative/ Statistical measures of risk of an asset are:

    - Standard Deviation

    - Coefficient of Variation: measure of risk per unit of expected

    return. S.D/ Expected return10

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    Question

    Vineet invested in equity shares of Wipro Ltd., its anticipated

    returns and associated probabilities are given below:

    You are required to calculate the expected rate of return and

    risk in terms of standard deviation.

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    Return (%) 12 15 18 20 24 26 30

    Probability 0.05 0.10 0.24 0.26 0.18 0.12 0.05

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    RISK AND RETURN OF PORTFOLIO

    A Portfolio means a combination of two or more securities

    (assets)

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    EXPECTED RETURN OF A PORTFOLIO

    The expected return on a portfolio is the weighted average of

    the expected rates of return on assets comprising the portfolio.

    E(rp)= w E (rt)

    E(rp) Expected return from portfolio

    w = Proportion invested in asset

    E (rt) = Expected return from asset t

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    EXPECTED RETURN OF A PORTFOLIO

    Suppose the expected return on two assets, L (low risk low

    return) and H (High risk high return) are 12 and 16 percent

    respectively. If the corresponding weights are 0.65 and 0.35,

    what is the expected portfolio return

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    Question

    Mr. Sharmas portfolio consists of six securities. The individual

    returns of the security in the portfolio are given below:

    Calculate the weighted average return of the securities

    consisting the portfolio.

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    Security

    Proportion of investment in the

    portfolio ReturnWipro 10% 18%

    Latham 25% 12%

    SBI 8% 22%

    ITC 30% 15%

    RNL 12% 6%

    DLF 15% 8%

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    MEASUREMENT OF PORTFOLIO RISK

    The total risk of a portfolio made up of two assets can be defined as:

    s2p = (w1)2s21 + (w2)

    2s22 + 2w1w2s1,2

    or

    s2p = (w1)2s21 + (w2)

    2s22 + 2w1w2r1,2s1s2

    Where s2p = Variance of returns of the portfolio

    w1 = Fraction of total portfolio invested in asset 1

    w2 = Fraction of total portfolio invested in asset 2

    s21 = variance of asset 1

    s1 =Standard Deviation of asset 1

    s22 = variance of asset 2

    s2 = Standard Deviation of asset 2

    s1,2 = co-variance between returns of two assets

    r1,2 = Coefficient of correlation between the two returns

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    TYPES OF INVESTMENT RISK

    Total Risk = Systematic Risk + Non- Systematic Risk

    = Market Risk + Unique Risk

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    SYSTEMATIC RISK/ MARKET RISK/ NON-

    DIVERSIFIABLE RISKThe variability in a securitys total returns that is directly

    associated with overall movements in the general market or

    economy is called systematic risk(market risk).

    The market risk of a stock represents that portion of its risk

    which is attributable to economy wide factors like the growth

    rate of GNP, inflation rate, money supply, credit policy. This

    part of risk cannot be reduced through diversification.

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    UNSYSTEMATIC RISK/ UNIQUE RISK/

    DIVERSIFIABLE RISK

    The variability in a securitys total returns not related to overall

    market variability is called non-systematic risk.

    The unique risk of a security represents that portion of its

    total risk which stems from firm specific factors and not the

    market as a whole. This can be reduced through diversification.

    Ex: workers go on a strike, a formidable competitor enters the

    market, change in consumer preferences etc.

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    No of Stocks in Portfolio10 20 30 40 2,000+

    Market Risk/ Systematic risk

    Unique Risk / Unsystematic risk

    Risk

    RELATIONSHIP BETWEEN DIVERSIFICATION AND RISK

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    1. MARKET RISK

    The variability in a securitys return resulting from fluctuations in

    the aggregate market is known as market risk.

    All securities are exposed to market risks including recession,

    changes in economy, law, inflation, Increase in GNP etc.

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    2. INTEREST RATE RISK

    The variability in a securitys return resulting from changes in

    the level of interest rates is referred to as interest rate risk.

    Such risks generally affect securities inversely, that is, otherthings being equal, security prices move inversely to interest

    rates. For example, bond prices change in the opposite

    direction.

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    3. BUSINESS RISK

    The risk of doing a business in a particular industry or

    environment is called business risk.

    As a holder of corporate securities, you are exposed to the riskof poor business performance. This may be due to variety of

    factors like heightened competition, emergence of new

    technology, management performance etc.

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    4. FINANCIAL RISK

    Financial risk arises when companies resort to financial leverage

    or the use of debt financing. The more the company resorts to

    debt financing, the greater is the financial risk.

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    BETA

    William Sharpe has suggested that the systematic risk can be

    measured by beta. Beta can be viewed as an index of the

    degree of the responsiveness of the securitys return with the

    market return.

    The sensitivity of a security to market movements is called beta.

    Beta measures the risk of an individual asset relative to the

    market portfolios return.

    Beta measures the market risk The beta for the market portfolio

    is 1. 25

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    MEASUREMENT OF MARKET RISK -

    CONCEPT OF BETAThe sensitivity of a security to market movements is called beta.

    Beta measures the risk of an individual asset relative to the

    market portfolios return

    Beta can be measured by correlation / regression.

    Beta measures the market risk The beta for the market portfolio

    is 1.

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    BETAExample 1: A security which has a beta of 1.5 experiences

    greater fluctuation than the market portfolio. If return on

    market portfolio is expected to increase by 10%, the return on

    the security is expected to increase by 15% (1.5 x 10%)

    Example 2 : A security with beta 0.8 fluctuates less than the

    market portfolio. If the return on the market portfolio is

    expected to rise by 10%, the return on the security with beta

    0.8 is expected to rise by 8% (.08 x 10%)

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