Answer:
Existing Equity = 20 million
Existing debt = 60 million
Total capital = 20 million + 60 million = 80 million
a. Given company issued 30 million of equity to retire debt
Equity after raise = $20 million + $30 million = $50 million
Debt = $60 million - $30 million = $30 million
Total capital size remain at $80 million
Capital structure, Equity = $50 million/$80 million = 0.625 = 62.50%
Debt = (1-0.625) = 0.375 = 37.50%
b. The market would welcome the new issue as the risk of the firm would be reduced.
A dual-currency bond is known to be a hybrid debt instrument that often has payment obligations over the life of the issue. A dual currency bond is a straight fixed-rate bond issued in one currency that pays coupon interest in that same currency.
- In dual currency bond, the borrower often makes coupon payments in one currency, but get the principal at maturity in another currency.
Its advantage is that Investors using this bonds often gets higher coupon payments than straight bonds etc.
Straight fixed-rate bond issues often have a Known maturity date where the principal of the bond issue is said to be repaid.
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Answer:
This means that receiving 9000 today is better for us as we will have more at the end of 6 years.
Explanation:
We need to first calculate what is the future value of payments in both scenarios. If we receive $9,000 today and invest it at 10% for 6 years we will have 9000*1.10^6=15,944
If we start reviving cash in 4 annual payments 2 years from now of $3000 we will have to find the future value of each individual payment and add them up.
First payment Future value = 3000*1.10^4=4392 (Money can be invested for 4 years at 10%)
Second payment future value = 3000*1.10^3=3993 (Money can be invested for 3 years at 10%)
Third payment future value = 3000*1.10^2=3630 (Money can be invested for 4 years at 10%)
Fourth payment future value = 3000*1.1=3300
Add them all up = 15315
This means that receiving 9000 today is better for us as we will have more at the end of 6 years.
