The following information is for a collateralized mortgage obligation (CMO). Tranche A of $50 million receives quarterly payments at 9 percent per year, tranche B of $100 million receives quarterly payments at 10 percent per year, and tranche C of $50 million receives quarterly payments at 11 percent per year. If at the end of the first quarter, the CMO trustee receives total cash flows of $8 million, how are they distributed among the three tranches? (0.2 points)5. What is the principal outstanding on Tranche A, Tranche B, and Tranche C after the end of year payment in the previous question? (0.2 points)

Tranche A interest $50m*9%*3/12                          $1,125,000                                                Tranche B interest $100m*10%*3/12                       $2,500,000                                                        Tranche C interest $50m*11%*3/12                           $1,375,000Principal balances:Tranche  A        $47 millionTranche B          $100 millionTranche C           $50 millionExplanation:The approach in debts securitization is that the most senior tranche,tranche A in  this question receives any payment  received in excess of periodic payment of interest.On that basis,the quarterly payments can be shared between the three tranches as follows:Total quarterly   payment    received                       $8000,000Tranche A interest $50m*9%*3/12                            ($1,125,000)                                                Tranche B interest $100m*10%*3/12                       ($2,500,000)                                                        Tranche C interest $50m*11%*3/12                           ($1,375,000)                                        Balance left                                                                  $3,000,000As earlier reiterated, the balance of $3 million would be used to redeem part of tranche A,hence in tranche A is $47 million($50m-$3m):Principal balances:Tranche  A        $47 millionTranche B          $100 millionTranche C           $50 million

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