Week 3 Flashcards

1
Q

Currency Prepaid Forward

A

Prepaid Forward = x(0)e^(-r(y)*T)

  • x(0) is the current ($/Y) exchange rate
  • r(y) is the yen-dominated exchange rate
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2
Q

Currency Forward

A

F = FV(Prepaid Forward) = x(0)e^[(r - r(y))T]

  • x(0) is the current ($/Y) exchange rate
  • r(y) is the yen-dominated exchange rate
  • r is the dollar-dominated exchange rate
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3
Q

Forward Rate Agreements (FRAs) Definition

A

Over-the-counter contracts that guarantee a borrowing or lending rate on a given notional principal amount

They can be settled at maturity (in arrears) or the initiation of the borrowing or lending transaction

They can be synthetically replicated using zero-coupon bonds

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4
Q

Different FRAs Settlements

A

In arrears: [r-r(FRA)]*notional principal

At time of borrowing: notional principal*[r-r(FRA)]/(1+r)

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5
Q

Forward Curve

A

The set of prices for different expiration dates

Upward sloping => market is in contango
Downward sloping => market is in backwardation

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6
Q

Lease Rate

A

Like the dividend, for a commodity owner who lends the commodity

The lease rate is only earned if the commodity is loaned

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7
Q

Annualized Lease Rate Formula

A

δ(l) = r - (1/T)ln(F/S(0))

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8
Q

How do we view storage costs in commodity forwards?

A

A negative dividend

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9
Q

Convenience Yield

A

Holders of a commodity receive benefits from physical ownership

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10
Q

Forward Price of a Commodity Forward

A

F = S(0)e^[(r+λ-c)T]

c: the continuously compounded convenience yield

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11
Q

Commodity Lease Rate

A

δ(l) = c - λ

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12
Q

2 common types of basis risk

A

Cross hedging: crude oil futures to hedge jet fuel price risk (similar prices, but not exactly)

Stack and role: Hedge distant obligations with near-term futures

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13
Q

Swap Definition

A

A contract calling for exchange of payments, on one or more dates, determined by the difference in two prices

Provides a means to hedge a stream of risky payments

A single-payment swap is the same thing as a cash-settled forward contract

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14
Q

Prepaid Swap

A

A single payment today to obtain multiple deliveries in the future

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15
Q

Market Value of a Swap

A

Zero at interception

Once swap is struck no longer zero

It is the difference in the PV of payments between the original and new swap rates

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16
Q

Prepaid Swap Formula

A

ΣF*P(0,ti)

17
Q

Fixed Swap Payment

A

R = [Σf(0)*P(0,ti)]/ΣP(0,ti)

Substitutes for f:

  • f(0) = r0(t(i-1), t(i)) for interest rate swap
  • f(0) = R*F(0) for currency swap (annuity)
  • f(0) = F(0) for commodity swap