Explanation:
Pay fixed rate = $0.0625 \times `20`\ \text{million} \times 180 / 360 = -\`625,000$ Pay floating rate = $\text{rate at start} + 70\ \text{bps} \times \
Pay floating rate = $0.0595 \times `20`\ \text{million} \times 180 / 360 = -\`595,000$ Net payment = fixed-rate payer to pay \$30`,000
(Book 3, Module 46.1, LO 46.a)
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Question 81
Consider the following interest rate swap:
What is the net settlement for the first period, assuming SOFR is at 5.25% at the beginning of the period and 5.5% at the end of the period?
A
Fixed-rate payer pays $30,000.
B
Fixed-rate payer receives $30,000.
C
Fixed-rate payer pays $5,000.
D
Fixed-rate payer pays $0.
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