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Explanation:
The correct answer is B.
The correct scenario under the given conditions is that the bank’s exposure at time T is zero. This is because the negative value of the transactions at time T (-$50 million) suggests that the bank would owe this amount to the counterparty. However, since the collateral was posted based on the value 20 days prior (-$45 million), and considering the nature of the exposure being negative (the bank owes the counterparty), the fact that the collateral posted is less than the negative exposure value means there is no additional financial risk or exposure to the bank. The collateral covers any obligations the bank would have had, hence no unsecured exposure exists.
A is incorrect. This choice incorrectly interprets the situation as creating exposure based on the difference between the transaction value at time T and the collateral value, which is not applicable in the context of negative exposure values.
C is incorrect. The bank’s financial exposure is not simply the negative value of the transactions, as the collateral arrangement covers the obligations the bank would face at time T.
D is incorrect. The bank is not exposed to the amount of collateral posted, as this collateral serves to cover the obligations from the negative transaction value, not to create additional exposure.
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Q.6216 In a bilateral derivative transaction with collateral agreements, consider a scenario observed during a simulation trial for risk assessment. A bank's exposure to its counterparty is evaluated under the terms that collateral is posted based on the value of transactions 20 days prior to a default. On this particular trial, it was recorded that the value of the bank’s outstanding transactions at time T is -$50 million, but the value 20 days earlier was -$45 million. Assuming the collateral agreement specifies that the cure period is 20 days, determine the bank's exposure at time T. Which of the following statements correctly reflects the bank's exposure under these circumstances at time T (time of default)?
A
$5 million
B
$0
C
$50 million
D
$45 million