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Explanation:
Standardized maturity dates in exchange-traded derivatives consolidate trading volume around specific dates (such as standard quarterly delivery months), creating highly liquid points in the market. This predictable liquidity is crucial for traders when deciding whether to roll over their position or to close it. High liquidity ensures that they can execute these trades efficiently and at fair market prices, minimizing slippage.
A is incorrect because traders are not compelled to always roll over; they have the flexibility to close their positions or, if applicable, proceed with delivery.
B is incorrect because standard maturities do not limit options to only closing the position; traders can actively choose to roll over to the next maturity date.
D is incorrect because predictable liquidity significantly impacts the ease and cost of executing rollover or closing strategies, making it a key factor in decision-making.
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Q.6119 In the realm of exchange-traded derivatives, consider a scenario where a trader is dealing with U.S. Treasury bond futures traded on the CME, which have standard quarterly delivery months. As the maturity date of a current contract approaches, the trader must decide whether to roll over their position to the next available maturity or close their position. How does the standardization of maturity dates in these futures contracts primarily affect the trader’s decision-making process in this context?
A
Standard maturities compel the trader to always roll over their position to avoid delivery.
B
Standard maturities limit the trader's options, forcing a closure of the position at maturity.
C
Standard maturities provide predictable liquidity points, influencing the decision to roll over or close the position.
D
Standard maturities have no significant impact on the decision to roll over or close the position.