
Answer-first summary for fast verification
Answer: 1.0%
## Explanation To calculate the total potential savings from an interest rate swap using comparative advantage: ### Step 1: Identify the absolute advantage - **Company C** has lower rates in both markets: - Fixed: 10% vs 12% (2% advantage) - Floating: LIBOR+50bps vs LIBOR+100bps (50bps advantage) ### Step 2: Identify the comparative advantage - **Company C** has a greater advantage in fixed rate borrowing: 2% vs 0.5% - **Company D** has a smaller disadvantage in floating rate borrowing: 1% vs 2% ### Step 3: Calculate total potential savings - **Quality spread differential (QSD)** = (Fixed rate difference) - (Floating rate difference) - QSD = (12% - 10%) - [(LIBOR+100bps) - (LIBOR+50bps)] - QSD = 2% - 0.5% = 1.5% However, the **total potential savings** is the **quality spread differential**, which is **1.5%**. ### Step 4: Verify the correct answer Looking at the options: - A. 0.5% - This is only the floating rate difference - B. 1.0% - This would be incorrect - **C. 1.5% - CORRECT** - D. 2.0% - This is only the fixed rate difference Therefore, the total potential savings for C and D if they enter into an interest rate swap is **1.5%**.
Author: LeetQuiz .
Ultimate access to all questions.
Two companies, C and D, have the borrowing rates shown in the following table.
| Company | Fixed Borrowing | Floating Borrowing |
|---|---|---|
| C | 10% | LIBOR+50bps |
| D | 12% | LIBOR+100bps |
According to the comparative advantage argument, what is the total potential savings for C and D if they enter into an interest rate swap?
A
0.5%
B
1.0%
C
1.5%
D
2.0%
No comments yet.