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Exam (elaborations)

SOA IFM EXAM QUESTIONS AND ANSWERS

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SOA IFM EXAM QUESTIONS AND ANSWERS Cash Settlement ANSWShort position pays long position their profit earned, or vice versa Fully Leveraged Purchase ANSWReceive at time 0, pay at time T Cash and Carry ANSWActual forward price > theoretical price Should short the forward, long a stock and borrow Reverse Cash and Carry ANSWActual forward price < theoretical price Should long the forward, short the stock and lend money

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SOA IFM EXAM QUESTIONS AND
ANSWERS
Cash Settlement ANSW✅✅Short position pays long position their profit earned, or vice versa



Fully Leveraged Purchase ANSW✅✅Receive at time 0, pay at time T



Cash and Carry ANSW✅✅Actual forward price > theoretical price

Should short the forward, long a stock and borrow



Reverse Cash and Carry ANSW✅✅Actual forward price < theoretical price

Should long the forward, short the stock and lend money



Futures contract ANSW✅✅A standardized agreement to trade in the future in which buyers and
sellers post a margin and the contract is marked to market



Customizing Forward vs Future ANSW✅✅Forward is customizable, future is standardized



Settlement forward vs future ANSW✅✅Forward settled at expiration

Future has gain/loss settled frequently as it is marked to market



Credit risk forward vs futures ANSW✅✅Forward has more credit risk

Future has less because gain and loss don't accumulate



Haircut ANSW✅✅Additional collateral places with the lender by the short seller, belonging to the
short seller



Short Rebate ANSW✅✅Interest earned by the short seller



Lease Rate ANSW✅✅Payment made to the lender due to the opportunity cost of dividends lost

,Physical settlement ANSW✅✅Long position pays short position and short position delivers X
shares in the form of a stock certificate

Liquidity forward vs future ANSW✅✅Forward not liquid

Future are liquid as they are exchange traded



Pricing limit forward vs future ANSW✅✅Forward no pricing limit

Future have pricing limit



Notional amount ANSW✅✅The dollar value of the assets underlying one contract



Stock owner floor ANSW✅✅Invest in option to protect against price decline

Floor = long asset + long put = long call + long bond



Stock short seller floor ANSW✅✅Invest in option that guarantees you pay at most K

Cap = short asset + long call = long put + short bond



Covered call ANSW✅✅Long asset so payoff increases as stock price increases

CC = short call + long asset = short put + long bond



Covered put ANSW✅✅Short asset so payoff increases as stock price decreases

CP = short put + short asset = short call + short bond



Spread ANSW✅✅Position that consists of either all calls or all puts but not both



Bull Spread ANSW✅✅Long K1 + Short K2



Bear Spread ANSW✅✅Short K1 + Long K2



Box spread ANSW✅✅Call bull + put bear = long bond = lend

,Put Bull + call bear = short bond = borrow



Ratio spread ANSW✅✅Long m K1, short n K2



Collar ANSW✅✅Long Put K1 + Short Call K2



Collared Stock ANSW✅✅Long collar + long stock

Looks like bull spread



Straddle ANSW✅✅Long call K + long put K



Strangle ANSW✅✅Long call K1 + long put K2



Symmetric butterfly ANSW✅✅Long K1 + 2 short K2 + long K3



Asymmetric Butterfly ANSW✅✅(K3-K2)Long K1 + (K3-K1)Short K2 + (K2-K1)Long K3



Put Call Parity ANSW✅✅C - P = Fp(S) - Fp(K)



Call bounds European ANSW✅✅Fp(S) - Fp(K) < c < Fp(S)



Call bounds american ANSW✅✅S-K < c < S



Put bounds european ANSW✅✅Fp(K) - Fp(S) < p < K



Put bounds american ANSW✅✅K-S < p < K



When is early exercising rational for a call ANSW✅✅Pv(dividends) > pv(interest on strike) +
implicit put

, When is early exercising rational for a put ANSW✅✅Pv(interest) > pv(dividends) + implicit call



Strike price effect CALL ANSW✅✅C(k1) - c(K2) < K2 - k1



Strike price effects on put ANSW✅✅P(K2) - p(k1) < K2 - k1



Time effect on C and P ANSW✅✅C(t1) < c(t2)



No arbitrage condition of u and d ANSW✅✅D < e^(r-delta) < u



Delta ANSW✅✅Measures sensitivity of options price to underlying assets price



Gamma ANSW✅✅Measures sensitivity of delta to underlying assets price



Theta ANSW✅✅Partial derivative of options value corresponding to passage of time



Vega ANSW✅✅Measures change in options value corresponding to an increase in volatility



Rho ANSW✅✅Measures the change in the options value corresponding to an increase in the risk
free rate



Psi ANSW✅✅Measures the change in the options value when the dividend yield increases



Guaranteed minimum death benefit ANSW✅✅Guarantee minimum amount paid to beneficiary
when policyholder dies



Guaranteed minimum accumulation benefit ANSW✅✅Guaranteed minimum value for underlying
account after some period of time



Guaranteed minimum withdrawal benefit ANSW✅✅Guarantee that upon certain age a minimum
withdrawal over specified amount is provided

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