
Explanation:
To calculate the weighted average maturity, we use the formula:
WAM = Σ(Weight_i × Maturity_i)
Where Weight_i = (Amount_i / Total Amount)
Total = $2M + $3M + $5M + $10M = $20 million
$2M / $20M = 0.10 (10%)$3M / $20M = 0.15 (15%)$5M / $20M = 0.25 (25%)$10M / $20M = 0.50 (50%)WAM = 9 + 27 + 67.5 + 180 = 283.5 days ≈ 284 days
Therefore, the correct answer is 284 days (Option D).
Ultimate access to all questions.
Assume an MBS is composed of the following four different pools of mortgages:
$2 million of mortgages that have a maturity of 90 days.$3 million of mortgages that have a maturity of 180 days.$5 million of mortgages that have a maturity of 270 days.$10 million of mortgages that have a maturity of 360 days.What is the weighted average maturity (WAM) of these mortgage pools?
A
167 days
B
225 days
C
252 days
D
284 days
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