chapter 6 Flashcards

(30 cards)

1
Q

what is the day count convention?

A

it defines the period of time to which the interest rate applies and the period of time used to calculate accrued interest

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2
Q

what are the 3 kinds of day out conventions in the US?

A

actual/ actual
30/360
actual/ 360

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3
Q

what is an example of an instrument using actual/ actual day count convention?

A

treasury bonds

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4
Q

what is an example of an instrument using a 30/ 360 day count convention?

A

corporate bonds

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5
Q

what is an example of using an instrument using an actual/ 360 day count convention?

A

money market instruments

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6
Q

if a bond with a principle of 100, a semiannual coupon of 8% per year on march 1st matures on September 1st, what is the interest earned between march 1st and July 3rd using actual /actual?

A

march 1 to September 1= 184 actual days

march 1st to July 3rd = 124 actual days

(124/184) X 4= $2.6957

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7
Q

if a bond with a principle of 100, a semiannual coupon of 8% per year on march 1st matures on September 1st, what is the interest earned between march 1st and July 3rd using 30/360?

A

march 1 to September 1= 180 days (30x6)

march 1 to July 3rd= 122 (4x30 + 2)

(122/ 180) x 4= $2.711

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8
Q

if a bond with a principle of 100, a semiannual coupon of 8% per year on march 1st matures on September 1st, what is the interest earned between march 1st and July 3rd using actual/ 360?

A

march 1 to September 1= 180 (30x6)
march 1 to July 3 = 124 actual days

124/ 180 x 4= $2.76

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9
Q

what is the February effect?

A

that depending if you use actual/ actual or 30/360 the answer will vary quite a bit

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10
Q

how is the cash price of a treasury bond found?

A

Price= quoted price + accrued interest since last coupon payment

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11
Q

what are the 3 kinds of quotes for futures?

A

treasury bond futures (10+ year maturity): quoted in dollars and 1/32 dollars

treasury note futures(1-10 yr maturity): quoted in dollars and nearest half of 1/32 dollars

5yr and 2yr treasury note futures: quoted in dollars and nearest quarter of 1/32 dollars

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12
Q

if a treasury bond maturing in 13 years is quoted as 179-20, what is that in dollar amount?

A

quoted in dollars and 1/32 dollars
179 + 20/32
$179.625

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13
Q

if a treasury note maturing in 8 years quoted as 139-025, what is that in dollar amount?

A

quoted in dollar and nearest half of 1/32 dollars

139 + 2.5/32
$139.078125

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14
Q

if a treasury note maturing in 5 years quoted as 125-132, what is that in dollar amount?

A

quoted in dollar and nearest quarter of 1/32 dollars

125+ 13.25/32
$125.4140625

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15
Q

how do you determine the cash price of treasury bond futures received by a party with a short position?

A

most recent settlement price X conversion factor + accrued interest

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16
Q

what is the cost of purchasing a bond?

A

quoted price + accrued interest

17
Q

review cost of delivering each bond

A

slide 16 chapter 6

18
Q

what are eurodollar futures?

A

futures on the 3 month LIBOR rate

19
Q

what is a basis point?

A

0.01% or 0.0001

20
Q

how is a eurodollar futures contract settled?

21
Q

when is the LIBOR rate observed?

A

2 days before the 3rd Wednesday of the month

22
Q

what is the one-month SOFR futures?

A

it is designed to be as similar as possible to the one-month fed fund futures contract and is based on an arithmetic average of overnight rates

23
Q

what is the 3 month SOFR futures?

A

it is designed to be as similar as possible to the 3 month eurodollar futures and is baed on the result of compounding overnight rates

24
Q

what can we assume about forward prices?

A

they are equal to futures prices

25
can we assume that interest rate futures are the same as forward interest rates?
only for futures that last no more about 2 years
26
what are the 2 reasons why interest rate futures are not the same as forward interest rates?
futures are settled daily whereas FRA is settled one futures are settled at the beginning of the underlying 3 month period, FRA is settled at the end of the underlying 3 month period
27
what is the convexity adjustment?
forward rate= futures rate - c
28
what are the 2 things that cause the convexity adjustment to increase?
increase in the life of the contract volatility increase
29
what is duration based hedging?
involves hedging against interest rate risk by matching the durations of assets and liabilities, this provides protection against small parallel shifts In the zero rate curve
30
what are the 3 limitations in duration based hedging?
assumes that only parallels shift in the yield curve take place assumes that yield curve changes are small when T-bond futures is used, assumes there will be no change in the cheapest-to-deliver bond