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chapter 4 SECURITIES VALUATION

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Chapter 4: Securities valuation4.1 Time value of money 4.2 Bond valuation 4.3 Stock valuation website: http://www.teachmefinance.com... Concept of future value • Future value FV: The va

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Chapter 4

Securities valuation

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Chapter 4: Securities valuation

4.1 Time value of money

4.2 Bond valuation

4.3 Stock valuation

(website: http://www.teachmefinance.com)

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4.1 Time value of money

4.1.1 Time series

4.1.2 Future value

4.1.3 Present value

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Concept of future value

• Future value (FV): The value of a present

amount at a certain date in the future

based on a determined rate of return

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Formula for future value

• Future value of a sum of present money

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Future value formula for an annuity

• If C is the amount of money paid annually

from the 1st year to nth year, after n years the future value of C annuity is :

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4.1.3 Present value

• Definition

• Present value of a single sum

• Present value of annuity

• Present value of the disparate currency series

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Concept of present value:

• Present value (PV): is the current

value of a future sum of money or stream

of cash flows in the future

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Present value of a future :

 n

r

F PV

1

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Present value of annuity

PV

n

1 1

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Present value of the disparate

currency series.

• In the case of future cash flow is not a steady cash flow, but it concludes different currency values => present value is calculated by

1 1

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4.2 Bond valuation

4.2.1 Definition and basic bond valuation formula

4.2.2 Variables reflecting bond yield

4.2.3 Measure the change in price of bond without option

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4.2.1 Definition and basic bond

valuation formula

• Bond valuation is determining present value of

receipts expected to generate from bonds in the future.

• P =

• P: the bond value

• n: the number of times for payment of interest

• C :Bond interest paid in the n th period

• r: the expected interest rate of investors

n

r

M r

C r

C r

C r

2 1

n

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Bond valuation formula when the bond interest rate is fixed:

r C

P

r

M r

C P

C C

C C

1 1

1

3 2

1

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Zero-coupon bond valuation formula:

 n

r

M P

1

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Coupon interest rate:

Coupon interest rate is the interest rate

calculated based on par value which the issuer of a bond agrees to pay each year

to the bondholder

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Current interest rate

• Measure yield rate of a bond at a time

• If price of current bond is equal to its par value : current interest rate = coupon interest rate

• If price of current bond > (<) its par value : current

interest rate < (>) coupon interest rate

P C

CY

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Yield to maturity (YTM)

• The rate of return anticipated on a bond if it is held until the maturity date

   

YTM y

y

M y

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Internal Rate of Return – IRR

• The discount rate often used in capital budgeting that makes the net present value of all cash flows from investment equal to zero.

1 1

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Relationship among coupon interest rate, required interest rate and price

• Coupon interest rate< required interest

rate: price < par value

• Coupon interest rate > required interest

rate: price > par value

• Coupon interest rate = required interest

rate: price = par value

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4.3 Stock valuation

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Dividend Discount Model (DDM)

• Value of common share is the present value of all expected dividend cash flow in the future:

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Dividend Discount Model in a limited time:

n n

t

t

r

P t

r

D P

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The Dividend Discount Model

with No Growth

• D0 = D1 = D2 = … Di = D

r D

P0 

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Constant – Growth Dividend Discount Model

• Supposing that dividends increase evenly

each year g %:

r g

D P

0

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Model of temporary dividend growth

• Some companies overgrowth in a period then will come back to stable growth.

P r

D

n t

t

t o

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Valuation according to P/E ratio

• If we know the branch average P/E or P/E of a company in the same branch with a similar yield rate, risk and chance of growth=> the price of share:

• Po = P/E branch x EPS

• Example : P/E branch is 12, EPS of the share A

is 2000 VND/share  the price of share is

24.000VND

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Free Cash Flow Model (FCF)

• Go to

http://www.analystforum.com/samples/schweser/

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