Question
Assume that there is a sequential pay CMO where the entire CMO has a principal balance of $600,000,000. Tranche A has a par value of
Assume that there is a sequential pay CMO where the entire CMO has a principal balance of $600,000,000. Tranche A has a par value of $300,000,000, Tranche B has a par value of $200,000,000 and Tranche C has a par value of $100,000,000. The WAC for all tranches is 7.5% and the pass-through rate is 7%. Assume that all tranches are paid interest from the beginning. Assume also that the remaining (and beginning) term to maturity is 360 months and the PSA is 150.
Assume that in months 90 and 91 the cash flows for the total bond are as follows:
Mo. | Beg. Bal | CPR | SMM | Payment | Interest | Reg. Prin | Prepaymt. | Svc. Fee | End. Bal. |
90 | 305,256,330 | 0.090 | 0.00783 | 2,340,350 | 1,780,662 | 432,498 | 2,386,289 | 127,190 | 302,437,543 |
91 | 302,437,543 | 0.090 | 0.00783 | 2,322,028 | 1,764,219 | 431,794 | 2,364,228 | 126,016 | 299,641,522 |
QUESTION:
Fill in the final row for Tranches A and B:
Tranche A:
Month | Begin. Balance | Interest | Total Principal | Ending Balance |
90 | 5,256,330 | 30,662 | 2,818,787 | 2,437,543 |
91 |
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Tranche B:
Month | Begin. Balance | Interest | Total Principal | Ending Balance |
90 | 200,000,000 | 1,166,667 | 0 | 200,000,000 |
91 |
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