Exam 21: Mortgage-Backed Securities

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The yield to maturity for an ordinary bond corresponds to which of the following, as related to a mortgage-backed security?

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Securities that are created when a mortgage pool is divided into a number of tranches are referred to as ________.

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You are assuming a 30-year mortgage for $280,000 at 4.5% interest. How much would you save in interest if you financed this loan at 4% for 20 years?

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Which one of the following is the range defined by the upper and lower prepayment schedules of a PAC bond?

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PAC bondholders receive payments of principal based on which one of the following?

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Keith is taking out a $200,000, 30-year mortgage at 4.25% interest. Keith wishes to know how much principal he will have paid down by the time he has made half of the monthly payments on his loan.

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Which one of the following is the preferred method of evaluating interest rate risk on mortgage bonds?

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Which one of the following is the key function of GNMA?

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Which one of the following is the prepayment rate for a mortgage pool which is dependent upon the age of the mortgages comprising the pool?

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The CPR for an unseasoned 100 PSA mortgage is 4.0%. What is the single monthly mortality?

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A mortgage pool is divided into a basic sequential CMO structure that includes A-, B-, C-, and Z-tranches. Which tranche will initially be paid mortgage principal?

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Which of the following affect the value of a PO strip based on a GNMA bond? I. changes in the PSA schedule II. prepayment rates III. time value of money IV. changes in the default rates for the underlying mortgages

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You want to borrow $200,000 at 4.5% interest. If you assume a 10-year loan, the monthly payment will be ________ as compared to ________ if you assume a 20-year loan.

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You have a 30-year, $160,000 mortgage. The interest rate is 4.75%. If you decide to pay $1,000 as your first payment, by how much will you prepay your mortgage?

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A mortgage prepayment is similar to which one of the following features of a corporate bond?

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You have a 30-year, fixed-rate mortgage with equal monthly payments. The amount of interest you pay each month will ________ and the amount of principal you pay each month will ________.

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