Derivatives Flashcards

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1
Q

What is a long straddle

A

When you buy both put and call options at same exercise price
This is when you expect volatility to increase

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2
Q

Define short straddle

A

When you sell both put and call
This is when you expect volatility to decrease

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3
Q

Strangle

A

While straddle purchases at the money,
This purchases out of the money

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4
Q

Collar

A

Buying put and selling call at the same price

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5
Q

Put spread

A

Buy OTM puts and sell puts that are further out of the money

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6
Q

Seagull
Spread

A

A put spread combined with selling a call (eg - buy a 35 delta put, sell a 25 delta put and sell a 35 delta call

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7
Q

Cross hedge

A

Hedging with an instrument that is not perfectly correlated with the exposure being hedged

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8
Q

Macro hedge

A

Addresses portfolio wide risk factors rather than the risk of individual portfolio assets

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9
Q

Synthetic long forward position

A

Long call with short put

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10
Q

Covered call

A

Long spot and sell call
When you think stock has limited upside potential

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11
Q

Protective put

A

Buying stock plus put
For investor buying stock and protecting it from going down

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12
Q

Collar

A

Buy out of the money put and sell otm call

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13
Q

Bull spread

A

Long options on the lower strike and short options on the higher strike

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14
Q

Bear spread

A

Short options on the lower strike and long options on the higher strike

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15
Q

Long calender spread

A

Buying longer dated options and selling shorter dated options

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16
Q

What is long risk reversal

A

A risk reversal strategy is an options trading strategy used to hedge or speculate on the directional movement of an asset’s price. It involves simultaneously:

Buying a call option: Gives the trader the right to buy the underlying asset at a specified price (strike price), allowing them to benefit if the asset’s price rises.
Selling a put option: Obligates the trader to buy the underlying asset at a specified price if assigned, allowing them to reduce or offset the cost of the call.

This strategy is commonly used by investors who expect the price of the underlying asset to increase.

17
Q

Volatility smile

A

Where the further from ATM options have higher implied volatilities.
We would see a U shaped curve

18
Q

Volatility skew

A

Implied volatility increases for more OTM puts and decreases for more OTM calls

19
Q

Who benefits in a variance swap?

A

The party receiving the variable payment (the purchaser) will gain on the contract when the realised variance is greater than the implied variance and vise versa

20
Q

Cash equitization/cash securitisation/cash overlay

A

Refers to purchasing index futures to replicate the returns that would have been earned by investing the cash in an index with risk and return characteristics similar to those of the portfolio

21
Q

Currency risk

A

The exposure of foreign currency denominated assets and liabilities to changes in exchange rates

22
Q

Basis point value

A

The expected change in the value of a security or portfolio given a one basis point change in yield

23
Q

Long position of fra

A

Will receive a payment at settlement if the market rate of interest is higher than the forward rate specified in the FRA

24
Q

Payer swap

A

Contract to make a series of fixed rate payments and receive floating rate payments

25
Q

Receiver swap

A

Receive fixed pay floating

26
Q

Issues with developing market currencies

A
  • low trading volume leads dealers to charge larger bid asked spreads
  • for exit trade liquidity can be lower and transaction cost can be higher
  • transactions between 2 emerging market currencies can be even more costly
  • they are at a forward discount
  • governments are highly involved in the pricing of the currency
27
Q

Cross hedge/proxy hedge

A

Refers to hedging with an instrument that is not perfectly correlated with the exposure being hedged

28
Q

Minimum variance hedge ratio

A

A mathematical approach to determining the hedge ratio

When to currency hedging it is a regression of the past changes in value of the portfolio to the past changes in value of the hedging instrument to minimize the value of the tracking error between these two variables

29
Q

Roll yield in currency

A

A return from the movement of the forward price over time towards the spot price of an asset

Profit or loss on a forward or futures contract if the spot price is unchanged at contract expiration

30
Q

Economic fundamentals - currency

A

In the long term, currency value will converge to fair value

31
Q

Currency management strategies

A
  • Passive hedging
  • Discretionary hedging
  • Active currency management
  • currency overlay
32
Q

Bull call spread

A

buy the call option at a lower strike price and sell the option at a higher strike price

33
Q

When to use bear spread

A

Investors use a bear spread strategy to profit from an expected moderate decline in the price of an underlying asset while limiting both their potential risk and reward. Bear spreads are particularly appealing for traders who have a bearish outlook but do not anticipate a large or rapid drop in price.

34
Q

when to use Straddle

A

High Expected Volatility: You anticipate that the underlying asset will make a large move, either up or down, such as before earnings announcements or major news events.

Uncertain Direction: You believe the price will move significantly but are unsure whether it will rise or fall.

35
Q

What is basis risk?

A

Basis risk arises when the price movements of a hedging instrument do not perfectly correlate with the price movements of the exposure being hedged. This misalignment creates a risk that the hedge will not fully offset the changes in value of the underlying exposure.

36
Q

Forward rate bias

A

Forward rate bias in the currency market means that the forward exchange rate (the agreed-upon rate to trade currencies in the future) is not a perfect predictor of the actual exchange rate that will happen in the future. In fact, it often deviates in a way that can be somewhat predictable.

37
Q

Covered call
- gain
- loss
- breakeven

A

Maximum gain = (X − S0) + c0
Maximum loss = S0 − c0
Breakeven price = S0 − c0
Expiration value = ST − Max[(ST − X),0]
Profit at expiration = ST − Max[(ST − X),0] + c0 − S0

38
Q

Protective put
- gain
- loss
- breakeven

A

Maximum gain = ST − S0 − p0 = Unlimited
Maximum loss = S0 − X + p0
Breakeven price = S0 + p0
Expiration value = ST + Max[(X − ST),0]
Profit at expiration = ST + Max[(X − ST),0] − S0 − p0

39
Q
A