Book 4_Fixed_READING 55_YIELD-AND-YIELD-SPREAD-MEASURES-FOR-FIXED-RATE-BONDS Flashcards

1
Q

The effective yield of a bond

A

depends on its periodicity, or frequency of coupon payments.

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2
Q

For an annual-pay bond

A

the effective yield is equal to the yield to maturity (YTM)

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3
Q

For bonds with greater periodicity

A

the effective yield is greater than the YTM.
Annual yield = (1 + YTM/n)^n - 1

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4
Q

the yield to maturity (YTM)

A

is the discount rate that makes the present value of a bond’s cash flows equal to its price.

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5
Q

A YTM quoted on a semiannual bond basis

A

is two times the semiannual discount rate.

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6
Q

Bond yields that follow street convention

A

use the stated coupon payment dates

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7
Q

A true yield

A

accounts for coupon payments that are delayed by weekends or holidays and may be slightly lower than a street convention yield

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8
Q

Current yield

A

= Annual cash coupon/bond price

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9
Q

Simple yield

A

= (Annual cash coupon+straight-line amortization of a discount/premium)/bond price

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10
Q

For a callable bond, a yield to call may be calculated

A
  • using each of its call dates and prices.
  • The lowest of these yields or its YTM is a callable bond’s yield to worst. (when maturity)
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11
Q

an option-adjusted yield

A
  • which represents the yield that the bond would be offering if it were not callable. (“removing” the option)
  • Straight bond value = callable bond value + call option value
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12
Q

A yield spread or benchmark spread

A

is the difference between a bond’s yield and a benchmark yield or yield curve
- If the benchmark is a government bond yield, the spread is known as a government spread or G-spread.
- If the benchmark is a swap rate, the spread is known as an interpolated spread or I-spread (interbank rate)

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13
Q

A zero-volatility spread or Z-spread

A

is the percentage spread that must be added to each spot rate on the benchmark yield curve to make the present value of a bond’s cash flows equal to its price

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14
Q

An option-adjusted spread (OAS)

A
  • is used for bonds with embedded options and represents the spread the bond would offer if it had no embedded options.
  • For a callable bond, the OAS is equal to the Z-spread minus the call option value in basis points.
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