Crocker Corp. owes D. Yaeger
Corp. a 10-year, 10% note in the amount of $330,000 plus $33,000 of accrued
interest.
P 14-14
(Debtor/Creditor Entries for Continuation of Troubled Debt with New Effective
Interest)
P 14-14
Crocker Corp. owes D. Yaeger
Corp. a 10-year, 10% note in the amount of $330,000 plus $33,000 of accrued
interest. The note is due today, December 31, 2014. Because Crocker Corp. is in
financial trouble, D. Yaeger Corp. agrees to forgive the accrued interest,
$30,000 of the principal, and to extend the maturity date to December 31, 2017.
Interest at 10% of revised principal will continue to be due on 12/31 each
year.
Assume the following present
value factors for 3 periods.
21/4%
23/8% 21/2% 25/8% 23/4% 3%
Single
sum .93543 .93201 .92859 .92521 .92184 .91514
Ordinary
annuity of 1 2.86989 2.86295 2.85602 2.84913 2.84226 2.82861
Instructions
(a) Compute the new
effective-interest rate for Crocker Corp. following restructure. (Hint: Find
the interest rate that establishes approximately $363,000 as the present value
of the total future cash flows.)
(b) Prepare a schedule of
debt reduction and interest expense for the years 2014 through 2017.
(c) Compute the gain or
loss for D. Yaeger Corp. and prepare a schedule of receivable reduction and
interest revenue for the years 2014 through 2017.
(d) Prepare all the
necessary journal entries on the books of Crocker Corp. for the years 2014,
2015, and 2016.
(e) Prepare all the
necessary journal entries on the books of D. Yaeger Corp. for the years 2014, 2015,
and 2016.
Carrying amount of the debt at
date of restructure, $330,000 + $33,000 = $363,000. Total future cash flow,
$300,000 + ($300,000 X .10 X 3) = $390,000. Because the future cash flow
exceeds the carrying amount of the debt, no gain is recognized at the date of
restructure.
TUTORIAL PREVIEW
(a) The effective-interest rate subsequent
to restructure is computed by trial and error using the assumed partial present
value tables based on the present value of $300,000 (new principal) plus
$30,000 (interest per year) for three years to equal $363,000.
Try 2 1/2%
|
|
Try 2 3/4%
|
||||
($300,000)(.92859)
|
=
|
$278,577
|
|
($300,000)(.92184)
|
=
|
$276,552
|
($30,000)(2.85602)
|
=
|
85,681
|
|
($30,000)(2.84226)
|
=
|
85,268
|
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