The first question:
As can be seen from the problem.
A 9% five-year Swiss franc loan 15% loan.
B 9.5%5-year Swiss franc loan 16.5% USD loan.
There is no doubt that whether it is the Swiss franc or the US dollar, A will have an absolute advantage.
The Swiss franc A is less than B by 0.5%, and the dollar A is less than B by 1.5%. It can be seen that A has an absolute advantage and a relative advantage in the dollar, because the advantage in the dollar is more obvious.
The hidden condition in the question should be that A must borrow Swiss francs at a relative disadvantage and B must borrow US dollars at a relative disadvantage, so that the question will be meaningful.
Therefore, A borrows US dollars for B at the interest rate of 15% in the market, while B borrows Swiss francs for A at the interest rate of 9.5% in the market.
At this time, according to your analysis, Party A pays the market 15% interest in dollars, and pays 8.5% to the intermediary (this interest rate level is determined by the profit agreement between the two parties). At the same time, Party B receives the interest paid by the intermediary 15%, so the total income is the difference between the relative advantages of both parties. And the distribution of benefits can be agreed by themselves.
The second question:
First, A has absolute advantages in both fixed interest rate and floating interest rate, but it is less than B 1% in fixed interest rate and only 0.25% in floating interest rate. Therefore, Party A has a comparative advantage in the fixed interest rate.
But there is also a hidden condition of this problem, that is, A must borrow at a relatively inferior floating interest rate.
Therefore, Party A borrows at a fixed interest rate, while Party B borrows at a floating interest rate, and both parties share the benefits with the intermediary.
Party A pays a fixed interest rate of 65,438+02% to the market, and at the same time pays a floating interest of LIBOR-0.25% to Party B, and receives a fixed interest of 65,438+02% paid by the bank, and Party B also operates according to the topic, so that both parties benefit together, and the total interest is the difference of their respective comparative advantages, that is, 0.75% in the topic. The distribution of profits can also be agreed by the three parties themselves.
That's basically the analysis ~ ~
1. Borrower A can get a five-year loan in Swiss francs with a fixed interest rate of 9% and a loan in US dollars with a fixed interest rate of 15%, and Borrower B can get a five-year loan in Swiss francs with a fixed interest rate of 9.5% and a loan in US dollars with a fixed interest rate of 16.5%.
Obviously, A's credit status and borrowing cost are better than B's.
B itself has the relative advantage of borrowing Swiss francs: the interest rate difference between B borrowing Swiss francs and borrowing US dollars is 16.5%-9.5% = 7%, while that of A is 15%-9% = 6%, and the difference of 1% is mainly reflected in the interest rate of borrowing US dollars. B The difference between borrowing Swiss francs and B is only 0.5%.
If B needs to borrow US dollars, A needs to borrow Swiss francs, and make use of their respective advantages to exchange them. Through the intermediary, B needs to borrow in dollars and A needs to borrow in Swiss francs.
If not, Party B will borrow US dollars at the interest rate of 16.5%, and Party A will borrow Swiss francs at the interest rate of 9%, paying the interest rate of * * *( 16.5+9%).
After the swap, Party B borrows Swiss francs at the interest rate of 9.5%, and Party A borrows US dollars at the interest rate of 65,438+05%, paying the interest rate of * * * (9.5%+65,438+05%).
Compared with the two, it saves 1%.
Results: A needed to borrow Swiss francs and got a Swiss franc loan, paying 8.5% Swiss franc interest rate.
If B needs to borrow dollars, he gets a dollar loan and pays the dollar interest rate of 16.25%.
The intermediary company gets 0.25% profit and bears the credit risks of both parties.
2. Party A can get a sterling loan with a fixed interest rate of 12% or a sterling loan with a floating interest rate just at LIBOR level.
B can get a fixed interest rate of 13% or a floating interest rate of LIBOR+0.25%.
If Party A borrows a fixed interest rate, it is 65,438+0% less than Party B, and if it borrows a floating interest rate, it is 0.25% less than Party B. Obviously, Party A has obvious advantages in borrowing a fixed interest rate, while Party B has obvious advantages in borrowing a floating interest rate.
The problem is that if Party A needs floating interest rate and borrows floating interest rate, the interest rate will be LIBOR, while Party B needs fixed interest rate and borrows fixed interest rate, the interest rate will be 13%, and the sum of them will be LIBOR+ 13%.
After taking advantage of their respective advantages, Party A borrows a fixed-rate loan with an interest rate of 65,438+02%, and Party B borrows a floating-rate loan with an interest rate of LIBOR+0.25%, making LIBOR+65,438+02.25% in total.
Compared with the two, the interest is saved by 0.75% and shared among the three parties.
Results: A needed floating rate payment, but got floating rate payment, and the payment interest rate was LIBOR-0.25%.
B needs to pay at a fixed interest rate, but is paid at a fixed interest rate of 12.75%.
The intermediary company gets 0.25% profit and bears the credit risks of both parties.