issue Size: 1 Billion
Calculation of Effective Cost of each Bond:
US Bond | Euro Bond | |
Coupan Rate % | 6.75 | 6.88 |
Compounding | Semi Anually | Anually |
Underwriting Expense | 0.95 percent of issue Size | 0.55 percent of issue Size |
Term | 10 year | 10 year |
Effective Int Rate (refer calculation as given below)* |
6.86 | 6.88 |
Cost of Issue (In billion) $ | 0.0095 | 0.0055 |
Issue Cost Per Year= Cost of Issue/ years $ | 0.00095 | 0.00055 |
Interest Per Year $ | 0.0686 | 0.0688 |
Total Cost per year $= Issue Cost per year+Interest Cost Per year | 0.06955 | 0.06935 |
Effective Cost of Bond per Year in % | 6.955 | 6.935 |
The Effective cost is less in Euro Bond, therefore, the company should raise the money from Euro Bond.
* Effective Interest Rate for US Bond as the compounding done quarterly:
effective Interest Rate (r) = (1 + i/n)^n - 1
r= (1+0.0675/2)^2-1
r= 0.0686 say 6.86%
4. IBM needs to raise $1 billion and is trying to decide between a domestic dollar...
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