Capital Markets Mastery Program  -  CPE Credits: 35

Group 813
In-Person: NY Wall Street
Campus
Duration : 1 week (Full-time)
Teaching Mode : Live Instructor Classes
Group
View Program
Group 814
Virtual Live
Duration : 3 weeks
Teaching Mode : Live Virtual Sessions
Group
View Program
Group 817
Self-Paced Online
Duration : 35 Hours (Learn at your pace)
Teaching Mode : Recorded Sessions +
Q&A with Faculty
Group
View Program
Frame 858
Capital Markets Fundamental
Vector Vector
Major
Capital
Markets
Vector
Vector Vector
Equity (Stock) Market

Where company stocks
are bought and sold.

Money Market

Short-term financial markets
trading liquid instruments
like treasury bills and
commercial paper.

Debt (Bond) Market

Longer-term debt traded by
dealer network.

Foreign Exchange Market

Where foreign currencies
are traded in the spot and
forward market.

Group 749
Money-Market Instruments
Treasury Bills

Certificates of Deposit (CD’s) - Short-or medium-term deposit in a bank or
savings & loan for a stated time period, usually pays fixed rate of interest.

Commercial Paper  - Short-term (less than 270 days), unsecured,
unregistered, discounted, and negotiable promissory note sold by a
company or bank to meet immediate cash needs, usually purchased by
investors with short-term idle cash.

 

Repurchase Agreements (Repos) - Contract in which Investor sells a
security, such as Treasury Bills, and agrees to buy them back at a specified
time and price, buyer earns interest comparable to money market rates.

Fed Funds - Funds in excess of the reserve requirements that banks
deposit in Federal Reserve Banks. The Federal Funds Rate is the interest
rate on overnight loans of reserves between banks.

Money Market Yield     =

Vector
Vector

Face Value - Purchase Price

Vector

Purchase Price

Vector
Vector

360

Vector

# days to maturity

Bond Equivalent Yield =

Vector
Vector

Face Value - Purchase Price

Vector

Purchase Price

Vector
Vector

365

Vector

# days to maturity

Discount Basis Yield    =

Vector
Vector

Face Value - Purchase Price

Vector

Purchase Price

Vector
Vector

360

Vector

# days to maturity

Group 750
Time Value of Money

Valuing of cash flows received or paid at different points in time using a discount rate

Discount Rate  - Interest rate used to calculate the Present Value of cash flows

Real Risk-Free Rate  - This
assumes no credit risk or
uncertainty and simply
reflects differences in the
preference to spend now and
pay back later versus lend
now and collect later.

Expected Inflation  - If market
expects prices to rise then the
currency's purchasing power is
reduced by the inflation rate.
Inflation makes currency less
valuable in the future and is
factored into determining the
nominal interest rate.

Default-Risk
Premium
- What is
the chance that the
borrower won't make
payments on time, or
will be unable to pay
what is owed? This
component will be
higher or lower
depending on the
creditworth

Liquidity Premium -
Some investments are
highly liquid, meaning they
are easily exchanged for
cash (i.e. U.S. Treasury
debt). Other securities are
less liquid and trade
infrequently. Holding other
factors equal, a less liquid
security must compensate
the holder by offering a
higher interest rate.

Group Vector
Nominal Rate
of Interest

Maturity Premium  - A bond  obligation will be more sensitive to interest rate fluctuations the longer the time to maturity

Group 755
Discounted Cash Flow

The value of an investment is the present value of all the
expected future cash flows:

V0
=
+
CF1
Vector
1+r1
+
CF2
Vector
( 1+r2)3
+
CF3
Vector
( 1+r3)3
. . .
t = 1
V0
CFt
( 1+r)t
Vector
M
3
=
Terms & Definitions

Coupon: Periodic payment of interest by the bond issuer to the bond
       owner, usually semi-annual
Maturity: Date of final payment of principal and last payment of interest,
       when a bond is retired
Treasury Yield Curve: Shows the yields of treasuries of different maturities
Call Options: Gives holder right to buy from the writer
Put Options: Gives holder right to sell to the writer

Bond and Equity Markets
Bond Markets
Group 751

• World-wide debt market cap is $217 trillion (327% of GDP),
   the Bond Market is bigger than the Stock Market

• Bonds have a maturity, institutional and over the counter,
   long term, enforceable contracts, could have collateral and
   covenants, trades based on trust and reputation, are issued by
   governments and corporations

Bond types:

• International Bonds
• International Bonds
• Floating Rate Notes
• Plain Vanillas or Straights
• Exotics
• Asset Backed Securities

Vector
Bond structures:

• Bullet
• Sinking Fund
• Serial Maturities
• Pass Through

Frame 881
Group 752
Equity Markets

Primary Market - where new issues of a securities are sold
for the first time, IPOs

Secondary Market - has trading of already issued securities

Types of Equity Markets

• Major Listing Markets
• Regional Markets
• Third & Fourth Markets

Types of Orders

• Market, Limit
• All-or-none
• Hidden
• Iceberg
• Day
• Good-till-cancelled
• Immediate or Cancel
• Market-on-close
• Stop or Stop-Loss

Equity Securities

• Common Stock
• Preferred Stock
• Rights/Warranties
• Depositary Receipts
• Convertible Bonds

Vector Vector Vector
Equity Indexes, Valuations,
and Investment Vehicles
Equity Indexes
Group 741

• Help with benchmarking, analyze performance of market in
   relation to other equity markets, give a macro view of
   health of market
• Classifications: Market capitalization of securities (Large
   Cap, Mid Cap, Small Cap), Style (Growth or Value),
   Geography (US & other “developed” markets: Emerging
   Markets)

Equity Valuation
Group 742

• Hard to assess as equities are forward looking instruments: look at projections of future
Valuation models
• Dividend Discount Model

DDM for one-year holding period

Vj
=
D1
Vector
( 1 + ke )
+
SPj1
Vector
( 1 + ke )
Where :

• Vj = value of common stock j

• D1 = dividend paid during period t

• SPj1 = sale price for stock j at end of year 1

ke = required rate of return on common stock

DDM for a multi-year holding period

Vj
=
Dt
( 1 + ke )
M
Vector
+
SPjn
Vector
( 1 + ke )

Where:
Vj = value of common stock j
D1 = dividend paid during period t
SPj1 = sale price for stock j at end of year 1
ke = required rate of return on common stock

Assumes dividends paid at end of each year

• Gordon Growth Model

Equity Investment Vehicles

Mutual Funds - Investment pools that agglomerate assets from investors so that
they may be managed by professional investors, who then buy securities in an
effort to profit from upward movement in prices
Exchange Traded Funds (ETFs) - Securities that track an index, a commodity or a basket of securities, but trade on an organized exchange, much like an individual equity
Hedge Funds - Actively managed investment vehicles that use leverage to
actively trade multiple types of assets, including equities, fixed income, interest
rates and commodities

Other vehicles - Private Equity and Venture Capital

Derivatives, Futures, Swaps, and Options
Derivatives
Group 743

• A derivative is a contract between two parties involving the
  purchase or sale of an asset at a given price
• Global derivative market players are banks, corporations, hedge
  funds, individuals, governments, and institutional investors
• Used to hedge risks, make profit

Options
Group 744

• Contract between two parties giving one party the right, but not
   the obligation, to buy or sell something to the other party at a
   specified price during a specified period of time
• Options protect against unfavorable price movements, but
   permit the holder to benefit from favorable price movement
• Options terminology: Call, Put, In-the-money, At-the-money,
   Out-of-the-money, Intrinsic value, Time value)

Credit Derivatives and Equity
and Bond IPO
Group 745

• Off-balance-sheet financial instrument
• Permits one party (the “beneficiary”) to transfer the credit risk
  of a “reference asset” which it may or may not own, to another
  party (the “guarantor”) without actually selling the asset

Credit Derivatives
Equity and Bond IPO Participants

• Primary market is where issuers
raise capital. Home of IPOs and
creation of new debt securities

• Secondary market is where
investors trade previously
issued securities.

Vector
Vector

Supporting participants: Stock Exchange,
Financial Industry Regulatory Authority (FINRA),
Transfer agent, Depository Trust Company (DTC),
CUSIP Service Bureau, Stock certificate supplier,
Printer, Road show staff, Investor relations staff

Vector

IPO main participants: Company Management, Board
of Directors, Counsel, Independent Accountants,
Pre-IPO shareholders, Managing Underwriters,
Underwriter’s Counsel, Research Analysts, SEC

Formulas and Graphs

Forward Rate x ( 1+rDC ) = Spot Rate x ( 1+rFC )

Forward Rate / Spot Rate = ( 1+rFC ) / ( 1+rDC )

Foreign Exchange

Spot rate is today's rate; forward rate is set for a future date.
For rates in FCU/DCU:

Group 740

DC is the interest rate of domestic currency (DC)

FC is the interest rate of foreign currency (FC) and

Exchange rates are numer of units of foreign currency FC for one
unit of domestic currency DC: FCU/DCU

For rates in DCU/FCU:

Forward Rate x ( 1+rFC ) = Spot Rate x ( 1+rDC )

Forward Rate / Spot Rate = ( 1+rDC ) / ( 1+rFC )

FX Forwards Carry

Gain/loss from interest differentials in forward FX positions.

Group 795
Positive carry

Price

0

S

F

1

F

2

F

3

Group Group Vector Vector Vector Vector

Time until delivery

Negative carry

S

F

1

F

2

F

3

Group Group Vector Vector Vector Vector

Time until delivery

Price

0
Calculation of No-Arbitrage Forward FX Rate

Spot rate adjusted by interest differentials to negate risk-free arbitrage opportunities.

Group 748

Forward Rate x ( 1+rFC ) = Spot Rate x ( 1+rDC )

Spot Rate / Forward Rate = ( 1+rFC ) / ( 1+rDC )

Example:

EUR: 1-Year Euribor Rate = -0.2371%
USD: 1-Year Libor Rate = .7640%

Spot FX = 1.1752 USD/EUR
Forward FX = ???/EUR

Solution:
$ 1.1752/ F (0,1) = 0.997629 / 1.02764, so Forward FX = 1.2105* USD/EUR

From Tullet Prebon market data F(0,1) = 1.1752 + .0361 = 1.2113* USD/EUR

* A difference of about 8 pips which is the cross-currency basis (deviation
from the rate predited by covered interest rate parity).

Frame 860

PV = Present Value of a single sum of money
FV = Future Value of a single sum of money
r = Interest rate (expressed as a decimal)
N = Number of annual compounding periods

Time Value of Money

Present value is today's worth; future value
is after a period's adjustment.

Group 739
PV
=
FV
Vector
( 1+r )N
Convergence

Future and spot prices approach each other as expiry nears.

Group 800
Group
Time

Spot
price

Futures
price

Vector
Group

Spot
price

Vector

Futures
price

Time
Expected Return of a Portfolio

Weighted average of the expected returns
of its individual assets.

Group 747
E(Rp) = w1 * E(R1) +... + wn * E(Rn)

E(Rp) = Expected return of the portfolio
wi = Weight of asset i in the portfolio
E(Ri) = Expected return of asset i
n = Number of different assets in the portfolio

Frame 861

Market capitalization = market price x number of shares outstanding

w
M
i
=
QiPi
QjPj
j=1
Vector
M
N

wi = fraction of portfolio allocated to security i (or weight of i)
Pi = share price of security i
Qi = # of outstanding shares of security i
N  = number of securities in index

Time Value of Money: Annuities

Fixed payments made/received over regular
intervals for a specified period

Group 738

Where:
PV = Present Value of an ordinary annuity
           (with first payment beginning
next year)
A = Annuity amount (payment)
r = Annual Interest rate
N = Number of years which annuity payments are made

PV
=
A
Vector
1-
1
Vector
(1+r)N
Vector
r
Vector

Weighted Average Cost of Capital (WACC)

Average rate a firm pays to fund assets using equity & debt

Group 746
WACC =
(kd x D) + (ke x E)
Vector 80
(D + E)

kd = Cost of debt after tax
     = Rd x (1-t)
D = Market value of target debt amount
ke = Cost of equity
E = Market value of target equity amount

Vector Group
Stylized growth stages

Growth
High growth as all
earnings retained.
“Supergrowth”
period

Transitional
Trend growth
slows to GDP
rate as
competition
forces prices to
drop

Mature
Firms earn their cost
of capital; growth
stabilizes; actual and
expected returns will
be equal

g

© 2023  NYIF.com. All Right Reserved. NYIF is licensed by the New York State Education Department (NYSED) and registered with the National Association of State Boards of Accountancy (NASBA).

Capital Markets Mastery Program  -  CPE Credits: 35
Group 813

In-Person: NY Wall Street
Campus
Duration : 1 Week (Full-time)
Teaching Mode : Live Instructor Classes

Group
View Program
Group 814

Virtual Live
Duration : 3 weeks
Teaching Mode : Live Virtual Sessions

Group
View Program
Group 817

Self-Paced Online
Duration : 35 Hours (Learn at your pace)
Teaching Mode : Recorded Sessions +
Q&A with Faculty

Group
View Program
Capital Markets Fundamental
Vector Vector
Major
Capital
Markets
Vector
Vector Vector
Equity (Stock) Market

Where company stocks
are bought and sold.

Money Market

Short-term financial markets
trading liquid instruments
like treasury bills and
commercial paper.

Debt (Bond) Market

Longer-term debt traded by
dealer network.

Foreign Exchange Market

Where foreign currencies
are traded in the spot and
forward market.

Group 749
Money-Market Instruments
Treasury Bills

Certificates of Deposit (CD’s) - Short-or medium-term deposit in a bank or
savings & loan for a stated time period, usually pays fixed rate of interest.

Commercial Paper  - Short-term (less than 270 days), unsecured,
unregistered, discounted, and negotiable promissory note sold by a
company or bank to meet immediate cash needs, usually purchased by
investors with short-term idle cash.

 

Repurchase Agreements (Repos) - Contract in which Investor sells a
security, such as Treasury Bills, and agrees to buy them back at a specified
time and price, buyer earns interest comparable to money market rates.

Fed Funds - Funds in excess of the reserve requirements that banks
deposit in Federal Reserve Banks. The Federal Funds Rate is the interest
rate on overnight loans of reserves between banks.

Money Market Yield     =

Vector
Vector

Face Value - Purchase Price

Vector

Purchase Price

Vector
Vector

360

Vector

# days to maturity

Bond Equivalent Yield =

Vector
Vector

Face Value - Purchase Price

Vector

Purchase Price

Vector
Vector

365

Vector

# days to maturity

Discount Basis Yield    =

Vector
Vector

Face Value - Purchase Price

Vector

Purchase Price

Vector
Vector

360

Vector

# days to maturity

Group 750
Time Value of Money

Valuing of cash flows received or paid at different points in time using a discount rate

Discount Rate - Interest rate used to calculate the Present Value of cash flows

Real Risk-Free Rate  - This
assumes no credit risk or
uncertainty and simply
reflects differences in the
preference to spend now and
pay back later versus lend
now and collect later.

Expected Inflation  - If market
expects prices to rise then the
currency's purchasing power is
reduced by the inflation rate.
Inflation makes currency less
valuable in the future and is
factored into determining the
nominal interest rate.

Default-Risk
Premium
- What is
the chance that the
borrower won't make
payments on time, or
will be unable to pay
what is owed? This
component will be
higher or lower
depending on the
creditworth

Liquidity Premium -
Some investments are
highly liquid, meaning they
are easily exchanged for
cash (i.e. U.S. Treasury
debt). Other securities are
less liquid and trade
infrequently. Holding other
factors equal, a less liquid
security must compensate
the holder by offering a
higher interest rate.

Group Vector
Nominal Rate
of Interest

Maturity Premium  - A bond  obligation will be more sensitive to interest rate fluctuations the longer the time to maturity

Group 755
Discounted Cash Flow

The value of an investment is the present value of all the
expected future cash flows:

V0
=
+
CF1
Vector
1+r1
+
CF2
Vector
( 1+r2)3
+
CF3
Vector
( 1+r3)3
. . .
t=1
V0
CFt
( 1+r)t
Vector
M
3
=
Terms & Definitions

Coupon: Periodic payment of interest by the bond issuer to the bond
       owner, usually semi-annual
Maturity: Date of final payment of principal and last payment of interest,
       when a bond is retired
Treasury Yield Curve: Shows the yields of treasuries of different maturities
Call Options: Gives holder right to buy from the writer
Put Options: Gives holder right to sell to the writer

Bond and Equity Markets
Bond Markets
Group 751

• World-wide debt market cap is $217 trillion (327% of GDP),
   the Bond Market is bigger than the Stock Market

• Bonds have a maturity, institutional and over the counter,
   long term, enforceable contracts, could have collateral and
   covenants, trades based on trust and reputation, are issued by
   governments and corporations

Bond types:

• International Bonds
• International Bonds
• Floating Rate Notes
• Plain Vanillas or Straights
• Exotics
• Asset Backed Securities

Vector
Bond structures:

• Bullet
• Sinking Fund
• Serial Maturities
• Pass Through

Frame 881
Group 752
Equity Markets

Primary Market - where new issues of a securities are sold
for the first time, IPOs

Secondary Market - has trading of already issued securities

Types of Equity Markets

• Major Listing Markets
• Regional Markets
• Third & Fourth Markets

Types of Orders

• Market, Limit
• All-or-none
• Hidden
• Iceberg
• Day
• Good-till-cancelled
• Immediate or Cancel
• Market-on-close
• Stop or Stop-Loss

Equity Securities

• Common Stock
• Preferred Stock
• Rights/Warranties
• Depositary Receipts
• Convertible Bonds

Vector Vector Vector
Equity Indexes, Valuations,
and Investment Vehicles
Equity Indexes
Group 741

• Help with benchmarking, analyze performance of market in
   relation to other equity markets, give a macro view of
   health of market
• Classifications: Market capitalization of securities (Large
   Cap, Mid Cap, Small Cap), Style (Growth or Value),
   Geography (US & other “developed” markets: Emerging
   Markets)

Equity Valuation
Group 742

• Hard to assess as equities are forward looking instruments: look at projections of future
Valuation models
• Dividend Discount Model

DDM for one-year holding period

Vj
=
D1
Vector
( 1 + ke )
+
SPj1
Vector
( 1 + ke )

Where :

• Vj = value of common stock j

• D1 = dividend paid during period t

• SPj1 = sale price for stock j at end of year 1

ke = required rate of return on common stock

DDM for a multi-year holding period

Vj
=
Dt
( 1 + ke )
M
Vector
+
SPjn
Vector
( 1 + ke )

Where:
Vj = value of common stock j
D1 = dividend paid during period t
SPj1 = sale price for stock j at end of year 1
ke = required rate of return on common stock

Assumes dividends paid at end of each year

• Gordon Growth Model

Equity Investment Vehicles

Mutual Funds - Investment pools that agglomerate assets from investors so that
they may be managed by professional investors, who then buy securities in an
effort to profit from upward movement in prices
Exchange Traded Funds (ETFs) - Securities that track an index, a commodity or a basket of securities, but trade on an organized exchange, much like an individual equity
Hedge Funds - Actively managed investment vehicles that use leverage to
actively trade multiple types of assets, including equities, fixed income, interest
rates and commodities

Other vehicles - Private Equity and Venture Capital

Derivatives, Futures, Swaps, and Options
Derivatives
Group 743

• A derivative is a contract between two parties involving the
  purchase or sale of an asset at a given price
• Global derivative market players are banks, corporations, hedge
  funds, individuals, governments, and institutional investors
• Used to hedge risks, make profit

Options
Group 744

• Contract between two parties giving one party the right, but not
   the obligation, to buy or sell something to the other party at a
   specified price during a specified period of time
• Options protect against unfavorable price movements, but
   permit the holder to benefit from favorable price movement
• Options terminology: Call, Put, In-the-money, At-the-money,
   Out-of-the-money, Intrinsic value, Time value)

Credit Derivatives and Equity
and Bond IPO
Group 745

• Off-balance-sheet financial instrument
• Permits one party (the “beneficiary”) to transfer the credit risk
  of a “reference asset” which it may or may not own, to another
  party (the “guarantor”) without actually selling the asset

Credit Derivatives

Equity and Bond IPO Participants

• Primary market is where issuers
raise capital. Home of IPOs and
creation of new debt securities

• Secondary market is where
investors trade previously
issued securities.

Vector
Vector

Supporting participants: Stock Exchange,
Financial Industry Regulatory Authority (FINRA),
Transfer agent, Depository Trust Company (DTC),
CUSIP Service Bureau, Stock certificate supplier,
Printer, Road show staff, Investor relations staff

Vector

IPO main participants: Company Management, Board
of Directors, Counsel, Independent Accountants,
Pre-IPO shareholders, Managing Underwriters,
Underwriter’s Counsel, Research Analysts, SEC

Formulas and Graphs

Forward Rate x ( 1+rDC ) = Spot Rate x ( 1+rFC )

Forward Rate / Spot Rate = ( 1+rFC ) / ( 1+rDC )

Foreign Exchange

Spot rate is today's rate; forward rate is set for a future date.
For rates in FCU/DCU:

Group 740

DC is the interest rate of domestic currency (DC)

FC is the interest rate of foreign currency (FC) and

Exchange rates are numer of units of foreign currency FC for one
unit of domestic currency DC: FCU/DCU

For rates in DCU/FCU:

Forward Rate x ( 1+rFC ) = Spot Rate x ( 1+rDC )

Forward Rate / Spot Rate = ( 1+rDC ) / ( 1+rFC )

Frame 872

PV = Present Value of a single sum of money
FV = Future Value of a single sum of money
r = Interest rate (expressed as a decimal)
N = Number of annual compounding periods

Time Value of Money

Present value is today's worth; future value
is after a period's adjustment.

Group 739
PV
=
FV
Vector
( 1+r )N
Frame 873

Time Value of Money: Annuities

Fixed payments made/received over regular
intervals for a specified period

Group 738

Where:
PV = Present Value of an ordinary annuity
           (with first payment beginning
next year)
A = Annuity amount (payment)
r = Annual Interest rate
N = Number of years which annuity payments are made

PV
=
A
Vector
1-
1
Vector
(1+r)N
Vector
r
Vector
Frame 874
FX Forwards Carry

Gain/loss from interest differentials in forward FX positions.

Group 795
Positive carry

Price

0

S

F

1

F

2

F

3

Group Group Vector Vector Vector Vector

Time until delivery

Negative carry

S

F

1

F

2

F

3

Group Group Vector Vector Vector Vector

Time until delivery

Price

0
Frame 875
Convergence

Future and spot prices approach each other as expiry nears.

Group 800
Group
Time

Spot
price

Futures
price

Vector
Group

Spot
price

Vector

Futures
price

Time
Frame 876

Market capitalization = market price x number of shares outstanding

w
M
i
=
QiPi
QjPj
j=1
Vector
M
N

wi = fraction of portfolio allocated to security i (or weight of i)
Pi = share price of security i
Qi = # of outstanding shares of security i
N  = number of securities in index

Vector Group
Stylized growth stages

Growth
High growth as all
earnings retained.
“Supergrowth”
period

Transitional
Trend growth
slows to GDP
rate as
competition
forces prices to
drop

Mature
Firms earn their cost
of capital; growth
stabilizes; actual and
expected returns will
be equal

g
Frame 877

Calculation of No-Arbitrage Forward FX Rate

Spot rate adjusted by interest differentials to negate risk-free arbitrage opportunities.

Group 748

Forward Rate x ( 1+rFC ) = Spot Rate x ( 1+rDC )

Spot Rate / Forward Rate = ( 1+rFC ) / ( 1+rDC )

Example:

EUR: 1-Year Euribor Rate = -0.2371%
USD: 1-Year Libor Rate = .7640%

Spot FX = 1.1752 USD/EUR
Forward FX = ???/EUR

Solution:
$ 1.1752/ F (0,1) = 0.997629 / 1.02764, so Forward FX = 1.2105* USD/EUR

From Tullet Prebon market data F(0,1) = 1.1752 + .0361 = 1.2113* USD/EUR

* A difference of about 8 pips which is the cross-currency basis (deviation
from the rate predited by covered interest rate parity).

Frame 878

Expected Return of a Portfolio

Weighted average of the expected returns
of its individual assets.

Group 747
E(Rp) = w1 * E(R1) +... + wn * E(Rn)

E(Rp) = Expected return of the portfolio
wi = Weight of asset i in the portfolio
E(Ri) = Expected return of asset i
n = Number of different assets in the portfolio

Frame 879

Weighted Average Cost of Capital (WACC)

Average rate a firm pays to fund assets using equity & debt

Group 746
WACC =
(kd x D) + (ke x E)
Vector 80
(D + E)

kd = Cost of debt after tax
     = Rd x (1-t)
D = Market value of target debt amount
ke = Cost of equity
E = Market value of target equity amount

© 2023  NYIF.com. All Right Reserved. NYIF is licensed by the New York State Education Department (NYSED) and registered with the National Association of State Boards of Accountancy (NASBA).

Capital Markets Mastery Program  -  CPE Credits: 35

Group 813

In-Person: NY Wall Street
Campus
Duration : 1 week (Full-time)
Teaching Mode : Live Instructor Classes

Group

View Program

Group 814

Virtual Live
Duration : 3 weeks
Teaching Mode : Live Virtual Sessions

Group

View Program

Group 817

Self-Paced Online
Duration : 35 Hours (Learn at your pace)
Teaching Mode : Recorded Sessions +
Q&A with Faculty

Group

View Program

Capital Markets Fundamental
Vector Vector
Major
Capital
Markets
Vector
Vector Vector
Equity (Stock) Market

Where company stocks
are bought and sold.

Money Market

Short-term financial markets
trading liquid instruments
like treasury bills and
commercial paper.

Debt (Bond) Market

Longer-term debt traded by
dealer network.

Foreign Exchange Market

Where foreign currencies
are traded in the spot and
forward market.

Group 749
Money-Market Instruments
Treasury Bills

Certificates of Deposit (CD’s) - Short-or medium-term deposit in a bank or
savings & loan for a stated time period, usually pays fixed rate of interest.

Commercial Paper  - Short-term (less than 270 days), unsecured,
unregistered, discounted, and negotiable promissory note sold by a
company or bank to meet immediate cash needs, usually purchased by
investors with short-term idle cash.

 

Repurchase Agreements (Repos) - Contract in which Investor sells a
security, such as Treasury Bills, and agrees to buy them back at a specified
time and price, buyer earns interest comparable to money market rates.

Fed Funds - Funds in excess of the reserve requirements that banks
deposit in Federal Reserve Banks. The Federal Funds Rate is the interest
rate on overnight loans of reserves between banks.

Money Market Yield     =

Vector
Vector

Face Value - Purchase Price

Vector

Purchase Price

Vector
Vector

360

Vector

# days to maturity

Bond Equivalent Yield =

Vector
Vector

Face Value - Purchase Price

Vector

Purchase Price

Vector
Vector

365

Vector

# days to maturity

Discount Basis Yield    =

Vector
Vector

Face Value - Purchase Price

Vector

Purchase Price

Vector
Vector

360

Vector

# days to maturity

Group 750
Time Value of Money

Valuing of cash flows received or paid at different points in time using a discount rate

Discount Rate  - Interest rate used to calculate the Present Value of cash flows

Real Risk-Free Rate  - This
assumes no credit risk or
uncertainty and simply
reflects differences in the
preference to spend now and
pay back later versus lend
now and collect later.

Expected Inflation  - If market
expects prices to rise then the
currency's purchasing power is
reduced by the inflation rate.
Inflation makes currency less
valuable in the future and is
factored into determining the
nominal interest rate.

Default-Risk
Premium
- What is
the chance that the
borrower won't make
payments on time, or
will be unable to pay
what is owed? This
component will be
higher or lower
depending on the
creditworth

Liquidity Premium -
Some investments are
highly liquid, meaning they
are easily exchanged for
cash (i.e. U.S. Treasury
debt). Other securities are
less liquid and trade
infrequently. Holding other
factors equal, a less liquid
security must compensate
the holder by offering a
higher interest rate.

Group
Nominal Rate
of Interest

Maturity Premium  - A bond  obligation will be more sensitive to interest rate fluctuations the longer the time to maturity

Group 755
Discounted Cash Flow

The value of an investment is the present value of all the
expected future cash flows:

V0
=
+
CF1
Vector
1+r1
+
CF2
Vector
( 1+r2)3
+
CF3
Vector
( 1+r3)3
. . .
t = 1
V0
CFt
( 1+r)t
Vector
M
3
=
Terms & Definitions

Coupon: Periodic payment of interest by the bond issuer to the bond
       owner, usually semi-annual
Maturity: Date of final payment of principal and last payment of interest,
       when a bond is retired

Treasury Yield Curve: Shows the yields of treasuries of different maturities
Call Options: Gives holder right to buy from the writer
Put Options: Gives holder right to sell to the writer

Bond and Equity Markets
Bond Markets
Group 751

• World-wide debt market cap is $217 trillion (327% of GDP),
   the Bond Market is bigger than the Stock Market

• Bonds have a maturity, institutional and over the counter,
   long term, enforceable contracts, could have collateral and
   covenants, trades based on trust and reputation, are issued by
   governments and corporations

Vector
Bond types:

• International Bonds
• International Bonds
• Floating Rate Notes
• Plain Vanillas or Straights
• Exotics
• Asset Backed Securities

Bond structures:

• Bullet
• Sinking Fund
• Serial Maturities
• Pass Through

Vector
Group 752
Equity Markets

Primary Market - where new issues of a securities are sold
for the first time, IPOs

Secondary Market - has trading of already issued securities

Types of Equity Markets

• Major Listing Markets
• Regional Markets
• Third & Fourth Markets

Types of Orders

• Market, Limit
• All-or-none
• Hidden
• Iceberg
• Day
• Good-till-cancelled
• Immediate or Cancel
• Market-on-close
• Stop or Stop-Loss

Equity Securities

• Common Stock
• Preferred Stock
• Rights/Warranties
• Depositary Receipts
• Convertible Bonds

Vector Vector Vector
Equity Indexes, Valuations, and Investment Vehicles
Equity Indexes
Group 741

• Help with benchmarking, analyze performance of market in
   relation to other equity markets, give a macro view of
   health of market
• Classifications: Market capitalization of securities (Large
   Cap, Mid Cap, Small Cap), Style (Growth or Value),
   Geography (US & other “developed” markets: Emerging
   Markets)

Equity Valuation
Group 742

• Hard to assess as equities are forward looking instruments: look at projections of future
Valuation models
• Dividend Discount Model

DDM for a multi-year holding period

Vj
=
Dt
( 1 + ke )
M
Vector
+
SPjn
Vector
( 1 + ke )

Where:
Vj = value of common stock j
D1 = dividend paid during period t
SPj1 = sale price for stock j at end of year 1
ke = required rate of return on common stock

Assumes dividends paid at end of each year

• Gordon Growth Model

DDM for one-year holding period

Vj
=
D1
Vector
( 1 + ke )
+
SPj1
Vector
( 1 + ke )

Where :

• Vj = value of common stock j

• D1 = dividend paid during period t

• SPj1 = sale price for stock j at end of year 1

ke = required rate of return on common stock

Equity Investment Vehicles

Mutual Funds - Investment pools that agglomerate assets from investors so that
they may be managed by professional investors, who then buy securities in an
effort to profit from upward movement in prices
Exchange Traded Funds (ETFs) - Securities that track an index, a commodity or a basket of securities, but trade on an organized exchange, much like an individual equity
Hedge Funds - Actively managed investment vehicles that use leverage to
actively trade multiple types of assets, including equities, fixed income, interest
rates and commodities

Other vehicles - Private Equity and Venture Capital

Derivatives, Futures, Swaps, and Options
Derivatives
Group 743

• A derivative is a contract between two parties involving the
  purchase or sale of an asset at a given price
• Global derivative market players are banks, corporations, hedge
  funds, individuals, governments, and institutional investors
• Used to hedge risks, make profit

Options
Group 744

• Contract between two parties giving one party the right, but not
   the obligation, to buy or sell something to the other party at a
   specified price during a specified period of time
• Options protect against unfavorable price movements, but
   permit the holder to benefit from favorable price movement
• Options terminology: Call, Put, In-the-money, At-the-money,
   Out-of-the-money, Intrinsic value, Time value)

Credit Derivatives and Equity and Bond IPO
Group 745

• Off-balance-sheet financial instrument
• Permits one party (the “beneficiary”) to transfer the credit risk
  of a “reference asset” which it may or may not own, to another
  party (the “guarantor”) without actually selling the asset

Credit Derivatives

Equity and Bond IPO Participants

• Primary market is where issuers
raise capital. Home of IPOs and
creation of new debt securities

• Secondary market is where
investors trade previously
issued securities.

Vector
Vector

Supporting participants: Stock Exchange,
Financial Industry Regulatory Authority (FINRA),
Transfer agent, Depository Trust Company (DTC),
CUSIP Service Bureau, Stock certificate supplier,
Printer, Road show staff, Investor relations staff

Vector

IPO main participants: Company Management, Board
of Directors, Counsel, Independent Accountants,
Pre-IPO shareholders, Managing Underwriters,
Underwriter’s Counsel, Research Analysts, SEC

Formulas and Graphs

Forward Rate x ( 1+rDC ) = Spot Rate x ( 1+rFC )

Forward Rate / Spot Rate = ( 1+rFC ) / ( 1+rDC )

Foreign Exchange

Spot rate is today's rate; forward rate is set for a future date.
For rates in FCU/DCU:

Group 740

DC is the interest rate of domestic currency (DC)

FC is the interest rate of foreign currency (FC) and

Exchange rates are numer of units of foreign currency FC for one
unit of domestic currency DC: FCU/DCU

For rates in DCU/FCU:

Forward Rate x ( 1+rFC ) = Spot Rate x ( 1+rDC )

Forward Rate / Spot Rate = ( 1+rDC ) / ( 1+rFC )

Frame 872

PV = Present Value of a single sum of money
FV = Future Value of a single sum of money
r = Interest rate (expressed as a decimal)
N = Number of annual compounding periods

Time Value of Money

Present value is today's worth; future value
is after a period's adjustment.

Group 739
PV
=
FV
Vector
( 1+r )N
Frame 873

Time Value of Money: Annuities

Fixed payments made/received over regular
intervals for a specified period

Group 738

Where:
PV = Present Value of an ordinary annuity
           (with first payment beginning
next year)
A = Annuity amount (payment)
r = Annual Interest rate
N = Number of years which annuity payments are made

PV
=
A
Vector
1-
1
Vector
(1+r)N
Vector
r
Vector
Frame 874
FX Forwards Carry

Gain/loss from interest differentials in forward FX positions.

Group 795
Positive carry
Price
0
S
F
1
F
2
F
3
Group Group Vector Vector Vector Vector

Time until delivery

Negative carry
S
F
1
F
2
F
3
Group Group Vector Vector Vector Vector

Time until delivery

Price
0
Frame 879
Convergence

Future and spot prices approach each other as expiry nears.

Group 800
Group

Time

Spot
price

Futures
price

Vector
Group

Spot
price

Vector

Futures
price

Time

Frame 875

Market capitalization = market price x number of shares outstanding

w
M
i
=
QiPi
QjPj
j=1
Vector
M
N

wi = fraction of portfolio allocated to security i (or weight of i)
Pi = share price of security i
Qi = # of outstanding shares of security i
N  = number of securities in index

Vector Group
Stylized growth stages

Growth
High growth as all
earnings retained.
“Supergrowth”
period

Transitional
Trend growth
slows to GDP
rate as
competition
forces prices to
drop

Mature
Firms earn their cost
of capital; growth
stabilizes; actual and
expected returns will
be equal

g
Frame 876

Calculation of No-Arbitrage Forward FX Rate

Spot rate adjusted by interest differentials to negate risk-free arbitrage opportunities.

Group 748

Forward Rate x ( 1+rFC ) = Spot Rate x ( 1+rDC )

Spot Rate / Forward Rate = ( 1+rFC ) / ( 1+rDC )

Example:

EUR: 1-Year Euribor Rate = -0.2371%
USD: 1-Year Libor Rate = .7640%

Spot FX = 1.1752 USD/EUR
Forward FX = ???/EUR

Solution:
$ 1.1752/ F (0,1) = 0.997629 / 1.02764, so Forward FX = 1.2105* USD/EUR

From Tullet Prebon market data F(0,1) = 1.1752 + .0361 = 1.2113* USD/EUR

* A difference of about 8 pips which is the cross-currency basis (deviation
from the rate predited by covered interest rate parity).

Frame 877

Expected Return of a Portfolio

Weighted average of the expected returns
of its individual assets.

Group 747
E(Rp) = w1 * E(R1) +... + wn * E(Rn)

E(Rp) = Expected return of the portfolio
wi = Weight of asset i in the portfolio
E(Ri) = Expected return of asset i
n = Number of different assets in the portfolio

Weighted Average Cost of Capital (WACC)

Average rate a firm pays to fund assets using equity & debt

Group 746
WACC =
(kd x D) + (ke x E)
Vector 80
(D + E)

kd = Cost of debt after tax
     = Rd x (1-t)
D = Market value of target debt amount
ke = Cost of equity
E = Market value of target equity amount

Frame 878
Frame 250