Requirement a:
Face Value of Bond = Maturity Value = $750,000
Coupon Rate = 12%
Semi-annual Interest Payment
= Face Value * Coupon Rate * 6/12
= $750,000 * 12% * 6/12
= $45,000
Life of Bond = 5 years
Number of Compounding periods = 5*2 = 10
Effective Rate of Interest = 10%
Semi-annual Effective Rate of Interest = 10*1/2 = 5%
Market Price of Bond
= Present Value of expected Future Cash Flows
= Present Value of Interest + Present Value of Maturity Value
= [Interest * PVAF(5%, 10)] + [Maturity Value * PVIF(5%, 10)]
= [$45,000 * 7.721735] + [$750,000 * 0.613913]
= $347,478 + $460,435
= $807,913
Market Price of Bond = $807,913
Requirement b:
Annual lease payment = $6,000
Return on Investment = 8%
Number of Annual Payments = 10
Original Cost of Computer
= Present Value of the future expected payments
= Present Value of lease payments
= $6,000 + ($6,000 * PVAF(8%, 9))
= $6,000 + ($6,000 * 6.246888)
= $6,000 + $37,481
= $43,481
Original Cost of Computer = $43,481
CHAPTER 7 INSTRUCTIONS: Answer each letter in the following problems. Show work when necessary. Problem 3...
CHAPTER 7 INSTRUCTIONS: Answer each letter in the following problems. Show work when necessary. Problem 3 a) Determine the market price of a $750,000, five-year, 12% (pays interest semiannually) bond issue sold to yield an effective rate of 10%. b) Jill Morris is presently leasing a small business computer from Eller Office Equipment Company. The lease requires 10 annual payments of $6,000 at the beginning of each year and provides the lessor (Eller) with an 8% return on its investment....
4. Deter nine the market price of a $750,000, five-year, 12% (pays interest semiannually) bond issue sold to yield an effective rate of 10%. 5. Jill Morris is presently leasing a small business computer from Eller Office Equipment Company. The lease requires 10 annual payments of $6,000 at the beginning of each year and provides the lessor (Eller) with an 8% return on its investment. Assuming the computer has a ten-year life and will have no salvage value at the...
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