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Risk Latte - Quiz # 6
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Quiz # 6
September 7, 2010, 2:02 am
Financial Derivatives Quiz
Team Latte
Feb 8, 2008
Quiz # 6
If
S
T
is the terminal spot price and is the strike price then the payoff from a covered call position is::
a) max (
S
T
,K
)
b) min (
S
T
,K
)
c) max (
S
T
,K
) -- min (
S
T
,K
)
d) max (
S
T
,K
) -
S
T
Consider a one year at-the-money (ATM) digital option (with zero interest rates and dividends) and an ATM volatility of 30%. The volatility skew is 4% per 10% change in strike. A trader who ignores this skew will get the price of this digital option wrong by:
a) 10.45%;
b) 11.45%;
c) 12.00%;
d) 16.22%;
A trader trading a one year down barrier option (down and out call option) with a strike of 100 and a barrier of 90. The volatility is 30% and the barrier is continuously monitored. If the barrier has to be discretely monitored every day then the barrier will be at:
a) 86.5;
b) 87.6;
c) 88.6
d) 89.5
Roger Lee in a 2004 paper has shown that implied variance is:) The 30 year bond yield is 5% and the volatility of the 30 year yield is 8%, the two year note yield is 3.5% and the volatility of the two year note yield is 6.5%; the correlation between the two year and the 30 year yield is 0.65. The yield spread volatility is:
a) 1.67%
b) 7.82%
c) 2.35%
d) 0.31%
Suppose a trader sells a knock out call option with a barrier
B
and strike
K
such that
B = K < S
0
where
S
0
is the current stock price and charges a premium of
S
0
-K.
He then hedges the position by buying one stock per option. If the interest rates and dividends are zero then this portfolio represents:
a) a capped call option;
b) a stop loss order;
c) a call spread;
d) none of the above;
If the barrier is equal to the current spot price then the value of a down and out call option will be:
a) one
b) zero
c) infinity
d) 0.5
Which of the following exotic options would be very sensitive to the forward skew:
a) Asian
b) Lookback
c) Cliquet
d) Barrier
For very low strikes, such that
K/S << 1
, we have
a)
N(
d
2
)
≈
0
b)
N(
d
2
)
≈
1
c)
N(
d
2
)
≈ ∞
(very large)
d)
N(
d
2
)
≈
0.5
The magnitude of the convexity adjustment between a variance swap and a volatility swap:
a) Depends on the volatility of the realized volatility but is actually model
independent;
b) is model dependent;
c) both (a) and (b)
d) None of the above;
In Black-Scholes option pricing model,
N(
d
2
)
is:
a) is the hedge ration, delta;
b) is the probability of the option finishing in the money;
c) is probability of the option finishing out of the money;
d) is the second derivative of the option price with respect to the strike;
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