Question: An analysis of a CMO structure using the Monte Carlo method indicated the following, assuming 12% volatility: (a) Calculate the option cost for each tranche.

An analysis of a CMO structure using the Monte Carlo method indicated the following, assuming 12% volatility:
An analysis of a CMO structure using the Monte Carlo

(a) Calculate the option cost for each tranche.
(b) Which tranche is clearly too rich?
(c) What would happen to the static spread for each tranche if a 15% volatility is assumed?
(d) What would happen to the OAS for each tranche if a 15% volatility is assumed?

OAS (basis points) Static Spread (basis points) Collateral Tranche PACIA PACIB PACIC PAC II Support 80 120 40 65 95 75 60 80 95 125 250

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a The implied cost of the option embedded in any RMBS can be obtained by calculating the difference between the OAS at the assumed volatility of inter... View full answer

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