Question

Bonds are a long-term debt for corporations. By buying a bond, the bond-owner lends money to...

Bonds are a long-term debt for corporations. By buying a bond, the bond-owner lends money to the corporation. The borrower promises to pay specified interest rate during the loans lifetime and at the maturity, payback the entire principle. In case of bankruptcy, bondholders have priority over stockholders for any payment distributions. Bonds = Debt...............Bondholders = Lenders Stock=Equity................Stockholders = OwnersCalculation: For purposes of this exercise, assume that UPS issues a new ten-year bond for 100,000 that will mature in 2027. The Future Value of this bond is therefore $100,000. The bond was issued in December 2017 at an annual rate of 5.0% fixed for 10 years, with interest payments made semi-annually. What is the Present Value of this bond using the three scenarios in Part II: Bond Issuance

PART II: BOND ISSUANCE

Newly issued 10-year bond

Calculate the Present Value in the three scenarios below

Present Value PV
Periods N

Semi-annual payment: 2017-2027 = 10 years *2 = 20 periods

Interest I

Interest paid semi-annually: 5.00%/2 = 2.5%

Payments PMT

This bond make regular semi-annual payments of interest.

Future Value FV

Future Value in 20 years - Enter as a positive number

1. The new value of the bond if overall rates in the market increased by 2%

Present Value PV
Periods N
Interest I Please adjust interest

%+2% = .00%/2 = %

Payments PMT
Future Value FV

2. The new value of the bond if overall rates in the market decreased by 2%

Present Value PV
Periods N
Interest I Please adjust interest

.00%-2% = %/2 = %

Payments PMT
Future Value FV

CALCULATING PV (see help on the right hand side of the sheet)

3. The value of the bond if overall rates in the market stayed exactly the same

- identical to CURRENT BOND VALUE from Financial Statements

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Answer #1

ㄨ ˇ present value 1 resent value $100,000 periods interest coupon rate payments$ future value $ 100,000 2.50% 2.50% 6 2,500 I. The new value of the bond if overall rates in the market increased by 2% resent value $85,788 periods interest coupon rate payments$ future value $ 100,000 10 20 3.50% 2.50% 13 14 15 16 17 18 2,500 2. The new value of the bond if overall rates in the market decreased by 2% resent value $117,169 periods interest coupon rate payments$ future value $ 100,000 1.50% 2.50% 20 21 2,500 3. The value of the bond if overall rates in the market staved exactly the same resent value $100,000 27

for formulas and calculations, refer to the next image -

X fpresent value 1 resent value PV(D4,D3,D6,D7,0 periods interest coupon rate |:5%/2 payments future value 100000 10 2 -5%/2 6 D7 D5 I. The new value of the bond if overall rates in the market increased by 2% resent value PV(D12,D11,D14,D15,0 periods interest coupon rate |:5%/2 payments future value 100000 10 10*2 s(5%+2%)/2 12 13 14 15 16 17 18 D15 D13 2. The new value of the bond if overall rates in the market decreased by 2% resent value PV(D20,D19,D22,D23,0 periods interest coupon rate |:5%/2 payments future value 100000 10*2 20 s(596-296)/2 21 D23 D21 3. The value of the bond if overall rates in the market staved exactly the same resent value D2 27

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