You are considering calling in existing bonds and issue a new set of bonds because the market interest rates have dropped significantly since you issued the current bonds. The current bonds pay an annual coupon of 12%. The market interest rate for long term securities has dropped to 8%. There are $20M in bonds outstanding and they have 10 years left to maturity. If we were to issue new bonds, we’d incur underwriting costs of $250,000. Per the bond indenture, the call premium on the bonds is 15%. There will also be an overlap period of 2 months if new bonds are issued. The short term interest rate is 2.5%. The company’s tax rate is 30%. Determine whether the bonds should be refunded.
1. Initial outlay | Mlns. | Mlns. |
After-tax call premium on old bonds(20*15%*(1-30%)) | -2.1 | |
2-mths extra after-tax int. on old issue(20*12%/12*2*(1-30%)) | -0.28 | |
2 months after-tax int. on new issue(20*2.5%/12*2*(1-30%) | 0.058333 | |
Total after-tax initial investment | -2.32167 | |
2.Annual underwriting costs amortisation tax effects | ||
PV of annual underwriting costs tax effects(0.25/10*30%*6.71008) (P/A,i=8%,n=10) | 0.050326 | |
3. Annual interest savings | ||
PV of After-tax interest cost savings(20*(12%-8%)*(1-30%)*6.71008= | 3.757645 | |
P/A ,i=8.0%, n=10 yrs. | ||
NPV of refunding (1+2+3) | 1.486304 | |
ie. | 1486304 | |
millions | ||
As the NPV of refunding is POSITIVE, refunding of old bonds is recommended |
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