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Cutler Inc. issued $20 million of 8 year 10% callable bonds dated July 1, 2018. The...

  1. Cutler Inc. issued $20 million of 8 year 10% callable bonds dated July 1, 2018. The bonds were issued at 95. The bonds are callable at 10 Burroughs uses straight-line amortization. Record the following transactions.
    1. Record the issuance on July 1.
    2. Record the first payment of interest on December 31.
    3. Record the second payment of interest on June 30.
    4. Was the effective interest rate greater than, less than, or equal to 10%?
    5. Record the bonds called on July 1, 2019.

Solutions

Expert Solution

                                                                                                                                                 In Millions

Date

Particulars

LF

Debit ($)

Credit($)

2018

July, 1

Bank a/c ……………………………..Dr

Discount on issue of Bonds a/c 20 Million X 5% …Dr

To 10% Callable bonds a/c

(10% callable bonds of $ 20 million issued at a discount of 5%)

1

19

20

Dec

31

Interest on Bonds a/c ( 20 Million X 10%X 6/12)...............................Dr

To Bank a/c

( Being interest at 10% for 6 months paid )

1

1

2019

June 30th

Interest on Bonds a/c ( 20 Million X 10%X 6/12).................................Dr

To Bank a/c

( Being interest at 10% for 6 months paid )

1

1

June 30th

Profit and loss a/c ……………Dr

To Discount on issue of Bonds a/c

(As bonds are called in one-year entire discount amortized without applying staring line method of amortization)

1

1

July 1

10% Callable bonds a/c…………Dr

          To Bank a/c

( being bonds called and redeemed at par)

20

20

The effective rate of interest is computed as below:

Actual rate + { Loss on issue/ duration of issue}

----------------------------------------------------------           X 100

Maturity value + Redeemable value /2

                        10 +   $5/8

                       -----------------= 10.897%

                        100+95/2

                                                                                       Hence, the effective rate is more than 10%


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