Chapitre 4 - Manuel Flashcards

1
Q

Treausry rates : definition

A
  • Rates an investor earns on Treasury bills and Treasury bonds
  • Instruments used by a government to borrow in its own currency
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2
Q

Why are treasury rates are considered totally risk-free rates?

A

No chance that a government will default on an obligation in its own currency

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3
Q

LIBOR : definition

A

Unsecured short-term borrowing rate between banks

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4
Q

LIBOR : chracteristics

A
  • Borrowing periods : 1 day to 1 year
  • Published each business day by the BBA
  • Banks submitting quotes have a AA credit rating
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5
Q

Banks are required to maintain a certain amount of cash with the central bank. (reserve). What does this reference to ?

A

Overnight rates

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6
Q

Repo rates : definition

A

Secured borrowing rates

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7
Q

Rep rates : how does it work ?

A

Financial insitutin that owns securities sells securities for a certain price and buys them back at a later time

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8
Q

2 types of repo

A

Overnight repo (day to day)

Term reps (longer arrangements)

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9
Q

Repo rate is superior or inferior the LIBOR ?

A

Inferior

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10
Q

Why do traders don’t use rates on Treasury bills an Treasury bonds as risk-free rates ?

A

Tax and regulatrty factors that lead to Treasury rates being artifically low

  • Banks are not required to keep capital for investments in a Treasury instruments but they are required to keep capital for toher low risk investments
  • In the USA, treasury instruments are given favorable tax treatment
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11
Q

LIBR-OIS: definition

A

Amount by which the three-month mmonth LIBOR exceeds three-month OIS rate

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12
Q

n-year coupoon interest rate : definition

A

Rate of interest earned on an investment that starts today and lasts fr n years

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13
Q

What does the price of the bond represent ?

A

Present value of all the cash flws that will be received by the owner of the bond

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14
Q

Bond yield : definition

A

Single discount rate that gives the bond’s value equal to its market price when applied to all cash flws

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15
Q

Par yield : definitioon

A

Coupon rate that causes the bond price to equal its par value (principal value)

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16
Q

Zero curve is ___ between the pooints determined using the bootstrap methdo

Zero curve is ___ prior to the first point and ___ beyond the last point

A

Zero curve is linear between the pooints determined using the bootstrap methdo

Zero curve is horizontal prior to the first point and horizntal beyond the last point

17
Q

An OIS involves ____

A

An OIS involves exchanging a fixed rate for a floating rate

18
Q

Floating rate is calculated assuming that __

A

Floating rate is calculated assuming that someone invests at the overnight rate and reinvest the proceeds each day

19
Q

OIS with maturity < 12 months (3)

A
  • Fixed rate exchanged for the floating rate juste once
  • OIS fixed rate exchanged for floating rate is already a zero rate
  • Can be treated like the 3-month, 6-month, 12-month Treasury rates
20
Q

OIS with maturity > 12 months (2)

A
  • Payments exchanged periodically (every 3 or 6 months)
  • OIS rate can be treated as the rate on a par yield bond
21
Q

Single exchange at maturity for the OIS with maturities up to ___

A

Single exchange at maturity for the OIS with maturities up to 12 months

22
Q

Exchange take place every 3 months for the __ and __ OIS

A

Exchange take place every 3 months for the two-year and gfive-year OIS

23
Q

Forward rate : definition

A

Rates of interest implied by current zero rates for period of time in the future

24
Q

A) If the zero curve is upward sloppping between T1 and T2, so that R2 > R1 then RF > R2

The forward rate for a period of time enting at T2 is ___ than the T2 zero rate

B) If the zero curve is downward sloppping between T1 and T2, so that R2 < R1 then RF < R2

The forward for a period of time enting at T2 is ___ than the T2 zero rate

A

If the zero curve is upward sloppping between T1 and T2, so that R2 > R1 then RF > R2

The forward rate for a period of time enting at T2 greater than the T2 zero rate

B) If the zero curve is downward sloppping between T1 and T2, so that R2 < R1 then RF < R2

The forward rate for a period of time enting at T2 is less than the T2 zero rate

25
Q

Forward rate agreement : definition

A

Over-the-counter contract designed to fix the interest rate that will apply to borrowing/lending a certain principal amunt during a specified interest rate

26
Q

When the contract is first entered into, the specified interest rate = ?

A

LIBOR rate at that time

27
Q

What happens when :

A) LIBOR rate > agreed rate

B) LIBOR rate < agree rate

A

A) borrower pays the lender the difference between the two applied to othe principal

B) lender pays the borrower the difference between the twoo applied to the pricipal

28
Q

FRA : Agreement where

A) Lender will _ interest on the principal between T1 and T2 at the ___ and __ interst at the ____

B) Borrower will _ interest on the principal between T1 and T2 at the ___ and __ interst at the ____

A

A) Lender will receive interest on the principal between T1 and T2 at the fixed rate of Rk and pay interest at the LIBOR rate of RM

B) Borrower will pay interest on the principal between T1 and T2 at the fixed rate of RK and receive interest at the LIBOR rate of RM

29
Q

What is FRA worth when RK = RF ?

A

0

30
Q

As time passes, RK ____ and RF ___

A

As time passes, RK remains the same and RF is likely to change