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Intermediate Financial Management (with Thomson One)

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Table 18-3<br />

13<br />

14<br />

15<br />

16<br />

17<br />

18<br />

19<br />

20<br />

21<br />

22<br />

23<br />

24<br />

25<br />

26<br />

27<br />

28<br />

29<br />

30<br />

31<br />

32<br />

33<br />

34<br />

35<br />

36<br />

37<br />

38<br />

39<br />

40<br />

41<br />

42<br />

43<br />

44<br />

45<br />

46<br />

47<br />

48<br />

49<br />

50<br />

51<br />

52<br />

53<br />

54<br />

55<br />

56<br />

57<br />

58<br />

59<br />

60<br />

61<br />

62<br />

642 • Part 5 Tactical Financing Decisions<br />

Spreadsheet for the Bond Refunding Decision (IFM9 Ch18 Tool Kit.xls)<br />

A<br />

Input Data (in thousands of dollars)<br />

Existing bond issue<br />

Original flotation cost<br />

Maturity of original debt<br />

Years since old debt issue<br />

Call premium (%)<br />

Original coupon rate<br />

After-tax cost of new debt<br />

Schedule of cash flows<br />

Investment Outlay<br />

Call premium on the old bond<br />

Flotation costs on new issue<br />

Immediate tax savings on old flotation cost expense<br />

Extra interest paid on old issue<br />

Interest earned on short-term investment<br />

Total after-tax investment<br />

Annual Flotation Cost Tax Effects: t = 1 to 20<br />

Annual tax savings from new issue flotation costs<br />

Annual lost tax savings from old issue flotation costs<br />

Net flotation cost tax savings<br />

Annual Interest Savings Due to Refunding: t = 1 to 20<br />

Interest on old bond<br />

Interest on new bond<br />

Net interest savings<br />

Since the annual flotation cost tax effects and interest savings occur for the next 20 years, they represent<br />

annuities. To evaluate this project, we must find the present values of these savings. Using the function<br />

wizard and solving for present value, we find that the present values of these annuities are:<br />

Calculating the annual flotation cost tax effects and the annual interest savings<br />

Annual Flotation Cost Tax Effects<br />

Maturity of the new bond (Nper)<br />

After-tax cost of new debt (Rate)<br />

Annual flotation cost tax savings (Pmt)<br />

NPV of annual flotation cost savings<br />

Hence, the net present value of this bond refunding project will be the sum of the initial outlay and the present<br />

values of the annual flotation cost tax effects and interest savings.<br />

Bond Refunding NPV = Initial Outlay + PV of flotation costs + PV of interest savings<br />

Bond Refunding NPV =<br />

Bond Refund NPV =<br />

B C<br />

D<br />

E<br />

F<br />

G H I<br />

($5,470)<br />

$7,604,425<br />

$60,000<br />

$3,000<br />

25<br />

5<br />

10%<br />

12%<br />

5.4%<br />

20<br />

5.4%<br />

$5<br />

$60<br />

New bond issue<br />

New flotation cost<br />

New bond maturity<br />

New cost of debt<br />

Tax rate<br />

Short-term interest rate<br />

Before-tax After-tax<br />

($6,000)<br />

$60,000<br />

Row 28. Flotation costs on old issue: The old issue has an unamortized flotation<br />

cost of (20/25)($3,000,000) $2,400,000 at this time. If the issue is retired, the<br />

unamortized flotation cost may be recognized immediately as an expense, thus<br />

creating an after-tax savings of $2,400,000(T) $960,000. Because this is a cash<br />

inflow, it is shown as a positive number in Row 28.<br />

Rows 29 and 30. Additional interest: <strong>One</strong> month’s “extra” interest on the old<br />

issue, after taxes, costs $360,000:<br />

(2,650)<br />

2,400<br />

(600)<br />

300<br />

$133<br />

(120)<br />

$13<br />

$7,200<br />

(5,400)<br />

$1,800<br />

($3,600)<br />

(2,650)<br />

960<br />

(360)<br />

180<br />

($5,470)<br />

$53<br />

(48)<br />

$5<br />

$4,320<br />

(3,240)<br />

$1,080<br />

Annual Interest Savings<br />

Maturity of the new bond (Nper)<br />

After-tax cost of new debt (Rate)<br />

Annual interest savings (Pmt)<br />

NPV of annual interest savings<br />

+ $60 +<br />

$13,014<br />

$2,650<br />

20<br />

9%<br />

40%<br />

6%<br />

20<br />

5.4%<br />

$1,080<br />

$13,014

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