
Explanation:
The correct answer is C.
Collateral interest: (0.050 + 0.0350) \times \`100\text{m} = \
Senior interest: (0.050 + 0.0050) \times \`85\text{m} = \
Mezzanine interest: (0.050 + 0.050) \times \`10\text{m} = \
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Q.1855 Suppose a swap curve is flat at 5%. Assume that the following principal and spread characteristics apply to each of the collateral, mezzanine, and senior tranches:
Collateral: ($100m, 350 bps)
Mezzanine: ($10m, 500 bps)
Senior: ($85m, 50 bps)
How would annual interest amounts compare?
A
Mezzanine > Collateral > Senior
B
Collateral > Mezzanine > Senior
C
Collateral > Senior > Mezzanine
D
Senior > Collateral > Mezzanine