Bài giảng Essentials of Investments - Chapter 2 Financial Markets and Instruments
Major Classes of Financial Assets or Securities • Debt – Money market instruments – Bonds • Common stock • Preferred stock • Derivative securities
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Essentials of Investments
© 2001 The McGraw-Hill Companies, Inc. All rights reserved.
Fourth
Edition
Irwin / McGraw-Hill
Bodie • Kane • Marcus1
Chapter 2
Financial Markets and Instruments
Essentials of Investments
© 2001 The McGraw-Hill Companies, Inc. All rights reserved.
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Major Classes of Financial Assets or
Securities
• Debt
– Money market instruments
– Bonds
• Common stock
• Preferred stock
• Derivative securities
Essentials of Investments
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Markets and Instruments
• Money Market
– Debt Instruments
– Derivatives
• Capital Market
– Bonds
– Equity
– Derivatives
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Money Market Instruments
• Treasury bills
• Certificates of deposit
• Commercial Paper
• Bankers Acceptances
• Eurodollars
• Repurchase Agreements (RPs) and
Reverse RPs
• Federal Funds
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Money Market Instrument Yields
• Yields on Money Market Instruments
are not always directly comparable
Factors influencing yields
• Par value vs. investment value
• 360 vs. 365 days assumed in a year
(366 leap year)
• Bond equivalent yield
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Interest rates that arise in connection with money market
securities
.Bank discount rate (rBD )
.This is a rate that is used solely for determining the
price of a MM security for trading purposes.
.Bond equivalent yield (rBEY )
.In general, a yield is an interest rate that (under very
specific, sometimes unrealistic, assumptions) represents
a rate of return.
.rBEY is such a rate of return. It is an annual percentage
rate (APR)
.For comparing different MM instruments, we often use the
effective annual rate (EAR) of the rBEY .
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Bank Discount Rate (T-Bills)
rBD = bank discount rate
P = market price of the T-bill
n = number of days to maturity
rBD =
10,000 - P
10,000
x 360
n
90-day T-bill, P = $9,875
rBD =
10,000 - 9,875
10,000
x
360
90
= 5%
Example
Essentials of Investments
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Bond Equivalent Yield
• Can’t compare T-bill directly to bond
– 360 vs 365 days
– Return is figured on par vs. price paid
• Adjust the bank discounted rate to make
it comparable
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Bond Equivalent Yield
P = price of the T-bill
n = number of days to maturity
rBEY =
10,000 - P
P
x
365
n
rBEY =
10,000 - 9,875
9,875
x
365
90
rBEY = .0127 x 4.0556 = .0513 = 5.13%
Example Using Sample T-Bill
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Capital Market - Fixed Income
Instruments
Publicly Issued Instruments
• US Treasury Bonds and Notes
• Agency Issues (Fed Gov)
• Municipal Bonds
Privately Issued Instruments
• Corporate Bonds
• Mortgage-Backed Securities
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Capital Market - Equity
• Common stock
– Residual claim
– Limited liability
• Preferred stock
– Fixed dividends - limited
– Priority over common
– Tax treatment
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Uses
• Track average returns
• Comparing performance of managers
• Base of derivatives
Factors in constructing or using an Index
• Representative?
• Broad or narrow?
• How is it constructed?
Stock Indexes
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Examples of Indexes - Domestic
• Dow Jones Industrial Average (30
Stocks)
• Standard & Poor’s 500 Composite
• NASDAQ Composite
• NYSE Composite
• Wilshire 5000
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Examples of Indexes - Int’l
• Nikkei 225 & Nikkei 300
• FTSE (Financial Times of London)
• Dax
• Region and Country Indexes
– EAFE
– Far East
– United Kingdom
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Construction of Indexes
• How are stocks weighted?
– Price weighted (DJIA)
– Market-value weighted (S&P500,
NASDAQ)
– Equally weighted (Value Line Index)
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Example
.Suppose we have two stocks
#Shares
Stock Pr 9/19/01 Pr 9/20/01 Return Outstand
A 100 120 20% 10M
B 10 9 –10% 500M
.Computation of a price-weighted index (like the Dow)
.Index on 9/19/01 (100+10)/2 = 55
Index on 9/20/01 (120+9)/2 = 64.5
Return on index 17.27%
.This is called a price-weighted index because the index
return is the price-weighted average of the component
(100/110) x 20% + (10/110) x –10% = 17.27%
.Portfolio: one share in each stock.
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Market-value weighted index
.A market-value weighted average (like the S&P).
.Index on 9/19/01 = “100” (an arbitary base level)
.Market value of A = $100 x 10M = $1,000M
Market value of B = $10 x 500M = $5,000M
.Return on index is
(1,000/6,000) x 20% + (5,000/6000) x –10% = –5%
.Index on 9/20/01 = 100 x (1–5%) = 95
.Portfolio: 1/6 in A; 5/6 in B
.An equally-weighted index (like the Wilshire 5000)
.Index on 9/19/01 = “100” (an arbitary base level)
.Return on index is
(20% + –10%)/2 = +5%
.Index on 9/20/01 = 100 x (1+5%) = 105
.Portfolio: equal amounts in A and B