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October 11, 2022
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CHAPTER
18
—
DERIVATIV
ES AND RISK MANAGEMENT
Multiple Choice: Conceptual
4/17/2014 5:07
PM
11/12/2014 4:32
PM
22.
Which
of
the following statements regarding
factors that affect call option
prices
is
CORRECT?
a.
The longer the time until the call op
tion expires the smaller
its
value and
the smaller
its
premium.
b.
An
option
on
an
extremely volatile
stock
is
worth less than
one
on
a very stable stock.
c.
The price
of
a call option increases
as
the risk-free rate
increases.
d.
Two call options
on
the same stock will
have the same value even
if
they have different strike prices.
e.
If
you
observe that a
put
option
on
a stock increases
in
value,
then a call option
on
that same stock also
increases
in
value.
Multiple Choice
FOFM.BRIG.16.18.00 – Comprehensive
United States – BUSPROG.FOFM.BRI
G.16.03
– Analytic skills
United States –
OH
– DISC.FOF
M.BRIG.16.09
– Derivatives
Option concepts
Multiple Choice: Conceptual
4/17/2014 5:07
PM
11/12/2014 4:32
PM
23.
Which
of
the following statements
is
CORRECT?
a.
An
option’s value
is
determined
by
its
exercise value, which
is
the market price
of
the stock less
its
strike
price. Thus,
an
op
tion can’t sell for more than
its
exercise value.
b.
As
a stock’s price increases,
the premium portion
of
an
option
on
that stock increases because the difference
between the stock price and
the fixed strike price increases.
c.
If
the company
is
consistently
profitable,
its
call options will always
be
in
the money.
d.
The market value
of
an
option dep
ends
in
part
on
the option’s length
of
time until expiratio
n and
on
the
variability
of
the underlying stock’s pr
ice.
CHAPTER
18
—
DERIVATIV
ES AND RISK MANAGEMENT
e.
The potential loss
on
an
option decreases
as
the option sells
at
higher
and higher prices because the pr
ofit
margin becomes larger.
CHALLENGING
18
-3 Options
Multiple Choice
False
FOFM.BRIG.16.18.03 – Opti
ons
United States – BUSPROG.FOFM.BRI
G.16.03
– Analytic skills
United States –
OH
– DISC.FOF
M.BRIG.16.09
– Derivatives
Options
Multiple Choice: Conceptual
4/17/2014 5:07
PM
11/12/2014 4:33
PM
JFND-GO4R-ER3U-1TJW
4OTI-GO4W-NQNBEE
24.
Warnes Motors’ stock
is
trading
at
$20
a share. Three-month call options with
an
exercise price
of
$20
have a price
of
$1.50. Which
of
the following
will occur
if
the stock price increases
10%
to
$22 a share?
a.
The price
of
the call option will in
crease
by
$2.
b.
The price
of
the call
op
tion will increase
by
less than
$2,
but
the percentage increase
in
price will
be
more than
10%.
c.
The price
of
the call option will in
crease
by
less than $2, and the percentage incre
ase
in
price will
be
less than
10%.
d.
The price
of
the call option will in
crease
by
more than
$2.
e.
The price
of
the call option will in
crease
by
more than
$2,
but the percentage increase
in
price
will
be
less than
10%.
CHALLENGING
18
-3 Options
Multiple Choice
False
FOFM.BRIG.16.18.03 – Opti
ons
United States – BUSPROG.FOFM.BRI
G.16.03
– Analytic skills
United States –
OH
– DISC.FOF
M.BRIG.16.09
– Derivatives
Option value
Multiple Choice: Conceptual
4/17/2014 5:07
PM
CHAPTER
18
—
DERIVATIV
ES AND RISK MANAGEMENT
25.
A riskless hedge
can
best
be
defined
as
a.
A situation
in
which aggregate risk
can
be
reduced
by
derivatives transaction
s between two parties.
b.
A hedge
in
which
an
investor
buys
a stock and simultaneously sells a call optio
n
on
that stock and ends
up
with a riskless position.
c.
Standardized contracts that are traded
on
exchanges and are “marked
to
market” daily, but where physical
delivery
of
the underlying
asset
is
virtua
lly never taken.
d.
Two parties agree
to
exchange
obligations
to
make
sp
ecified payment
streams.
e.
Simultaneously buying
and selling a call option with the same exercise pr
ice.
CHALLENGING
18
-4 Introduction
to
Option Pricing
Models
Multiple Choice
False
FOFM.BRIG.16.18.04 – Introd
uction
to
Option Pricing Mo
dels
United States – BUSPROG.FOFM.BRI
G.16.03
– Analytic skills
United States –
OH
– DISC.FOF
M.BRIG.16.09
– Derivatives
Riskless hedge
Multiple Choice: Conceptual
4/17/2014 5:07
PM
11/12/2014 4:38
PM
JFND-GO4R-ER3U-1T1N
4OTI-GO4W-NQNBEE
26.
A 6-month call option
on
Romer Technologies’
stock has a strike price
of
$45 and sells
in
the market fo
r $8.25.
Romer’s current stock price
is
$48.
What
is
the exercise valu
e
of
the option?
a.
$3.00
b.
$3.75
c.
$4.69
d.
$5.86
e.
$7.32
Strike price
Option value
Stock price
11/12/2014 4:36
PM
JFND-GO4R-ER3U-1T1B
CHAPTER
18
—
DERIVATIV
ES AND RISK MANAGEMENT
27.
A 6-month call option
on
Meyers Inc.’s
st
ock
has a strike price
of
$45
and sells
in
the market fo
r $8.25. Meyers’
current stock price
is
$48.
What
is
the option premium?
a.
$4.25
b.
$4.73
c.
$5.25
d.
$5.78
e.
$6.35
c
MODERATE
18
-3 Options
False
EASY
18
-3 Options
False
JFND-GO4R-ER3U-1TT3
CHAPTER
18
—
DERIVATIV
ES AND RISK MANAGEMENT
28.
A 6-month
put
option
on
Makler Corp.’s stock has a strike pr
ice
of
$45
and sells
in
the market for $8
.90. Makler’s
current stock price
is
$41.
What
is
the exercise value
of
the option?
a.
$2.62
b.
$2.92
c.
$3.24
d.
$3.60
e.
$4.00
e
MODERATE
False
JFND-GO4R-ER3U-1T1G
29.
A 6-month
put
option
on
Smith Corp.’s stock has a strike
price
of
$45
and sells
in
the market for $8
.90. Smith’s current
stock price
is
$41.
What
is
the option premium?
a.
$4.41
b.
$4.90
c.
$5.39
JFND-GO4R-ER3U-1TTA
CHAPTER
18
—
DERIVATIV
ES AND RISK MANAGEMENT
d.
$5.93
e.
$6.52
MODERATE
18
-3 Options
False
JFND-GO4R-ER3U-1T1F
30.
Lissa Co.’s stock price
is
currently $30.
25. A 6-month call option
on
Lissa’s stock has a strike price
of
$25 and has
an
expected volatility
of
40%
(i.e., expected standard
deviation = 40%). The risk-free rate
is
6
%. According
to
the Black-
Scholes option pricing
model, what
is
the value
of
the option?
a.
$5.06
b.
$5.62
c.
$6.24
d.
$6.94
e.
$7.63
CHAPTER
18
—
DERIVATIV
ES AND RISK MANAGEMENT
31.
Looking
at
The Wall Street Journa
l
you
observe that the settlement price
on
a hy
pothetical
10
-year, semiannual
payment,
6%
coupon Treasury
note
is
105-
21.
If
the note has a $1,000 par valu
e, what
is
the implied Treasury note rate?
a.
5.27%
b.
5.53%
c.
5.80%
d.
6.10%
e.
6.40%
a
Years
Periods/Yrs.
Quote:
N
I/YR/2
MODERATE
18
-5 The Black-Scholes Option
Pricing Model (OPM)
False
Black-Scholes
–
Use
Excel
JFND-GO4R-ER3U-1T1D
4OTI-
GO
4W
-NQNBEE
CHAPTER
18
—
DERIVATIV
ES AND RISK MANAGEMENT
32.
Suppose a
CBOT
10
-year U.S. Treasury no
te futures contract has a quoted price
of
89
–
09.
What
is
the implied annual
interest rate inherent
in
th
is futures contract?
a.
6.81%
b.
7.17%
c.
7.55%
d.
7.92%
e.
8.32%
c
Years
Periods/Yrs.
Quote:
N
I/YR/2
MODERATE
18
-6 Forward and Futures Contracts
False
MODERATE
18
-6 Forward and Futures Contracts
False
JFND-GO4R-ER3U-1T1R
4OTI-GO4W-NQNBEE
CHAPTER
18
—
DERIVATIV
ES AND RISK MANAGEMENT
33.
Suppose a
CBOT
10
-year U.S. Treasury no
te futures contract has a quoted price
of
103
-18. What
is
the implied
annual
interest rate inherent
in
th
e futures contract?
a.
4.74%
b.
4.99%
c.
5.25%
d.
5.53%
e.
5.81%
Years
Periods/Yrs.
Quote:
N
I/YR/2
MODERATE
18
-6 Forward and Futures Contracts
False
JFND-GO4R-ER3U-1TTU
CHAPTER
18
—
DERIVATIV
ES AND RISK MANAGEMENT
34.
Suppose a
CBOT
10
-year U.S. Treasury no
te futures contract has a quoted price
of
103
-18.
If
annual interest rates
go
up
by
1.00 percentage point,
what
is
the gain
or
loss
on
th
e futures contract? (Assume a $1,000 par
value, round the new
interest rate
to
4 decimal places when written
as
a decimal, and round
the change
in
price
up
to
the nearest who
le dollar.)
a.
−
$61.00
b.
−
$64.00
c.
−
$67.00
d.
−
$71.00
e.
−
$75.00
18
-6 Forward and Futures Contracts
CHAPTER
18
—
DERIVATIV
ES AND RISK MANAGEMENT
35.
Suppose a
CBOT
10
-year U.S. Treasury no
te futures contract has a quoted price
of
88
–
30.
If
annual interest rates
go
down
by
1.00 percentage point, what
is
the gain
or
loss
on
the futures contract? (Assume a $1,000
par value, round th
e
new interest rate
to
4 decimal places
when written
as
a decimal,
and round the change
in
price
up
to
th
e nearest whole
dollar.)
a.
$63.00
b.
$65.00
c.
$67.00
d.
$69.00
e.
$71.00
c
Years
Periods/Yrs.
Quote:
N
I/YR/2
N
CHALLENGING
18
-6 Forward and Futures Contracts
False
JFND-GO4R-ER3U-1TTT
CHAPTER
18
—
DERIVATIV
ES AND RISK MANAGEMENT