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125
HAPTER
DER
A
DI
IXED-I
ME RI
D RET
R
SOLUTIONS
1 . A is correct. A capita
gain is
east
i
e
y to contri
ute to t
e investor’s tota
return.
ere
is no capita
gain (or
oss)
ecause t
e
on
is
e
to maturity.
e carrying va
ue o
t
e
on
at maturity is par va
ue, t
e same as t
e re
emption amount. W
en a
xe
-rate
on
is
e
to its maturity, t
e investor receives t
e principa
payment at maturity.
is
principa
payment is a source o
return
or t
e investor. A
xe
-rate
on
pays perio
ic
coupon payments, an
t
e reinvestment o
t
ese coupon payments is a source o
return
or t
e investor.
e investor’s tota
return is t
e re
emption o
principa
at maturity an
t
e sum o
t
e reinveste
coupons.
2 . C is correct. Because t
e
xe
-rate
on
is
e
to maturity (a “
uy-an
–
o
” investor),
interest rate ris
arises entire
y
rom c
an
es in coupon reinvestment rates. Hi
er interest
rates increase income
rom reinvestment o
coupon payments, an
ower rates
ecrease
income
rom coupon reinvestment.
ere wi
not
e a capita
ain or
oss
ecause t
e
on
is
e
unti
maturity.
e carryin
va
ue at t
e maturity
ate is par va
ue, t
e same
as t
e re
emption amount.
e re
emption o
principa
oes not expose t
e investor to
interest rate ris
.
e ris
to a
on
’s principa
is cre
it ris
.
3 . A is correct. Capita
ains (
osses) arise i
a
on
is so
at a price a
ove (
e
ow) its
constant-yie
price tra
ectory. A point on t
e tra
ectory represents t
e carryin
va
ue o
t
e
on
at t
at time.
at is, t
e capita
ain/
oss is measure
rom t
e
on
’s carryin
va
ue, t
e point on t
e constant-yie
price tra
ectory, an
not
rom t
e ori
ina
purc
ase
price.
e carryin
va
ue is t
e ori
ina
purc
ase price p
us t
e amortize
amount o
t
e
iscount i
t
e
on
is purc
ase
at a price
e
ow par va
ue. I
t
e
on
is purc
ase
at
a price a
ove par va
ue, t
e carryin
va
ue is t
e ori
ina
purc
ase price minus (not p
us)
t
e amortize
amount o
t
e premium.
e amortize
amount
or eac
year is t
e c
an
e
in t
e price
etween two points on t
e tra
ectory.