Answer :
a)
NPV of U S Bonds :
Period | Particulars | Amount | Factor @ 3.554% | PV |
0 | Bond Price | 1000000000 | 1 | 1000000000 |
0 | Cost to Issue Bonds |
= - 1000000000 x 0.95% = - 9500000 |
1 | - 9500000 |
1-6 | Interest Half Yearly |
= 1000000000 x 6.75% /2 = - 33750000 |
5.3191 | - 179520107.92 |
6 | Principal of Bond | = - 1000000000 | 0.8110 | - 810958677.44 |
NPV | - 21214.64 |
NPV of Euro Bonds :
Period | Particulars | Amount in US $ | Conversion rate 1 Euro to USD | Euro | Factor @ 6.090% | PV |
0 | Amount of Bond | 1000000000 | 0.75 | 750000000 | 1 | 750000000 |
0 | Cost of Issue of Bond |
= -1000000000 x 0.55% = -5500000 |
0.75 | -4125000 | 1 | -4125000 |
1-3 | Interest on Bond | =-1000000000 x 6.88% | 0.75 | -51600000 | 2.6686 | - 137699760 |
3 | Payment of Bond | -1000000000 | 0.75 | -750000000 | 0.8375 | - 628125000 |
NPV | -694949760 |
Amount of NPV IN $ - 926599680 ( -694949760 /0.75 )
NPV of Samurai Bonds :
Period | Particulars | Amount in US $ | Conversion rate 1 YEN to USD | YEN | Factor @ 4.159% | PV |
0 | Amount of Bond | 1000000000 | 80 | 80000000000 | 1 | 80000000000 |
0 | Cost of Issue of Bond |
= -1000000000 x 0.30% = -3000000 |
80 | -240000000 | 1 | -240000000 |
1-2 | Interest on Bond | =-1000000000 x 4% | 80 | -3200000000 | 1.8818 | - 6021780274.20 |
3 | Payment of Bond | -1000000000 | 80 | -80000000000 | 0.9217 | - 73736000000 |
NPV | 2219725.80 |
Amount of NPV in US $ 27746.57 ( 2219725.80 / 80 )
Note we are using lowest of two rates of Possible Internal Rate of Return for calculation of PV of bonds
As NPV of Samurai Bond is Positive therefore ABC firm should issue Samurai Bond as it covers all costs
b) Unique Charactoristics of Euro Bonds :
1. It has fixed rate of interest as return
2. It is convertible bond and can be converted in stock, gold
3. Euro Bond is generally issued by other countries having different currency to invest in euros , therefore it is multi currency bonds or dual currency bonds
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