
Explanation:
$50 million × 8.1% = $4.05 million$32 million × 6.1% = $1.952 million$11 million × 9% = $0.99 million$1.952M + $0.99M = $2.942 million$4.05M - $2.942M = $1.108 million$1.108M, $0.5M) = $0.5 million$0$0 + $0.5M = $0.5 million$0.5M × 5.25% = $0.02625 million$50M - $3.75M defaults = $46.25 million$46.25M × 8.1% = $3.74625 million$32M × 6.1% = $1.952 million$11M × 9% = $0.99 million$1.952M + $0.99M = $2.942 million$3.74625M - $2.942M = $0.80425 million$0.80425M, $0.75M) = $0.75 million$3.75M × 46% = $1.725 million$0.5M + $0.02625M + $0.75M + $1.725M = $3.00125 million ≈ $3.001 millionCorrect Answer: C (3.001 million)
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In a securitization structure, the Overcollateralization (OC) Account is designed to absorb losses and protect senior tranche investors. Excess interest cash flows (after paying senior and mezzanine tranches) are directed to the OC account, subject to an annual maximum inflow cap. Recoveries from defaulted loans are added to the OC account without being capped at the end of the year. Given:
$32 million, pays SOFR + 85 bps (6.1%).$11 million, pays SOFR + 375 bps (9%).$7 million.$0.5 million.$0.75 million.$0.Calculate the OC Account balance at the end of 2024 assuming it is reinvested at the end of each year with SOFR.
A
1.725 million
B
2.975 million
C
3.001 million
D
3.725 million
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