Question

In: Finance

Innovative Component Inc. needed financing to build a new manufacturing plant. On January 1, 2014, Innovative...

Innovative Component Inc. needed financing to build a new manufacturing plant. On January 1, 2014, Innovative Component issued $400,000 of 8% bonds that pay interests semiannually and mature in 10 years. The bonds were sold for $428,400 to yield a 7% annual rate.

  1. Fill out the basic information needed for pricing the bonds Innovative Component issued in January 2014.

            Principal amount: ____________________

            Semiannual coupon rate: __________________  

Semiannual market rate: ___________________  

            Discount periods: _____________________  

b. Fill out the amortization table. Round every number to the nearest dollar amount.

Interest Expense

Interest Paid

Premium Amortization

Bond

Payable, Net

0

___

___

___

1

c. After the issuance of bonds in 2014, the market price of the bonds increased in year 2016. How does the increase in market price affect Innovative Component’s interest expense reported on its income statement for the year of 2016?  

Increase        Decrease       No change            (Circle one)

Solutions

Expert Solution

(a) Principal amount: $400,000

Semiannual coupon rate: 4%

Semiannual market rate: 3.50%

Discount periods: 20

(b) When a bond is sold at a premium, the amount of the bond premium must be amortized to interest expense over the life of the bond. The preferred method for amortizing the bond premium is the effective interest rate method or the effective interest method. Under the effective interest rate method the amount of interest expense in a given year will correlate with the amount of the bond's book value. This means that when a bond's book value decreases, the amount of interest expense will decrease.

A B C D E F G
Period Interest Paid Interest Expense Premium Amortization Credit balance in bond premium account Credit balance in bonds payable account Bond payable, net
4%*F Mkt 3.5%*Previous BP in G C-B F+E
0 28400 400000 428400
1 16000 14994 -1006 27394 400000 427394
2 16000 14959 -1041 26353 400000 426353
3 16000 14922 -1078 25275 400000 425275
4 16000 14885 -1115 24160 400000 424160
5 16000 14846 -1154 23005 400000 423005
6 16000 14805 -1195 21811 400000 421811
7 16000 14763 -1237 20574 400000 420574
8 16000 14720 -1280 19294 400000 419294
9 16000 14675 -1325 17969 400000 417969
10 16000 14629 -1371 16598 400000 416598
11 16000 14581 -1419 15179 400000 415179
12 16000 14531 -1469 13710 400000 413710
13 16000 14480 -1520 12190 400000 412190
14 16000 14427 -1573 10617 400000 410617
15 16000 14372 -1628 8989 400000 408989
16 16000 14315 -1685 7303 400000 407303
17 16000 14256 -1744 5559 400000 405559
18 16000 14195 -1805 3753 400000 403753
19 16000 14131 -1869 1885 400000 401885
20 16000 14115 -1885 0 400000 400000

(c) NO CHANGE

Effective interest method is used to amortize the bond premium earned at the time of issuance only. That's why, the interest expense calculation uses the market interest rate at the time the bonds were issued.

Any change in bond prices or bond's yield after issuance will have no effect on the amortization schedule.


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