Question

In: Accounting

James Corporation is planning to issue $513,000 worth of 8 percent bonds that mature in 4...

James Corporation is planning to issue $513,000 worth of 8 percent bonds that mature in 4 years. Interest payments are made each June 30 and December 31. All of the bonds will be sold on January 1, 2014. (FV of $1, PV of $1, FVA of $1, and PVA of $1) (Use the appropriate factor(s) from the tables provided.) Required: Compute the issue (sale) price on January 1, 2014, for each of the following independent cases:

a. Case A: Market (yield) rate, 6 percent.

b. Case B: Market (yield) rate, 8 percent.

c. Case C: Market (yield) rate, 10 percent.

Solutions

Expert Solution

Case A

Particulars Cash flow Discount factor Discounted cash flow
Interest payments-Annuity (3%,8 periods) 20,520.0 7.0197 144,044.08
Principle payments -Present value (3%,8 periods) 513,000 0.7894 404,966.94
A Bond price            549,011.02
Face value            513,000.00
Premium/(Discount)               36,011.02
Interest amount:
Face value 513,000
Coupon/stated Rate of interest 8.00%
Frequency of payment(once in) 6 months
B Interest amount 513000*0.08*6/12= 20520
Present value calculation:
yield to maturity/Effective rate 6.00%
Effective interest per period(i) 0.06*6/12= 3.000%
Number of periods:
Ref Particulars Amount
a Number of interest payments in a year                                     2
b Years to maturiy                                  4.0
c=a*b Number of periods                                     8

Case B

when coupon rate equals YTM, issue price is its face value that is $513,000

Case C:

Particulars Cash flow Discount factor Discounted cash flow
Interest payments-Annuity (5%,8 periods) 20,520.0 6.4632 132,625.13
Principle payments -Present value (5%,8 periods) 513,000 0.6768 347,218.59
A Bond price            479,843.72
Face value            513,000.00
Premium/(Discount)             -33,156.28
Interest amount:
Face value 513,000
Coupon/stated Rate of interest 8.00%
Frequency of payment(once in) 6 months
B Interest amount 513000*0.08*6/12= 20520
Present value calculation:
yield to maturity/Effective rate 10.00%
Effective interest per period(i) 0.1*6/12= 5.000%
Number of periods:
Ref Particulars Amount
a Number of interest payments in a year                                     2
b Years to maturiy                                  4.0
c=a*b Number of periods                                     8

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