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Vika [28.1K]
3 years ago
6

ABC Company received $9,631 for its 5-year, 10% bonds with a total face value of $10,000. The market rate of interest was 11%. T

he bonds pay interest annually on December 31. Approximately how much interest expense will ABC Corporation record on the first annual interest payment date using the effective-interest method?
A.

$1,059

B.

$1,000

C.

$1,074

D.

$963.10
Business
1 answer:
anyanavicka [17]3 years ago
7 0

Answer:

A.  $1,059

Explanation:

The effective-interest method comes into play when bonds are purchased at a discount or premium.

This bond has the face value of $10,000, and has been purchased at $9,631 called the carrying amount at beginning/ first year in bond life.

The bond’s interest income is calculated as the carrying amount multiplied by the market rate of interest. In this case, the first annual interest income for bond holder is $1,059.41 = $9,631 x 11%

Then ABC Corporation record $1,059.41 for its interest expense on the first annual interest payment date using the effective-interest method

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                                                      Partner                 Staff             Total

a. Sales price variance             $104,000            ($110,000)      ($6,000) U

b. Activity variance                   $160,000           $420,000     $580,000 F

c. Mix variance                           $85,000           $180,000     $265,000 F

d. Quantity variance                $189,000             $70,000     $259,000 F

Explanation:

a) Data and Calculations:

                                                      Partner                 Staff

Budgeted billable rate per hour   $800                    $210    

Budgeted variable cost per hour    375                      120

Budgeted billable hours              5,000                20,000

Budgeted revenue             $4,000,000        $4,200,000

Budgeted variable cost         1,875,000          2,400,000

Actual revenue                  $4,264,000         $4,510,000

Actual billable hours                   5,200                22,000

Actual billable rate per hour       $820                   $205

Budgeted billable rate per hour $800                    $210

Variance in price                           $20                       ($5)

Sales price variance            $104,000            ($110,000)      ($6,000)

Sales price variance = (Standard price - Actual price) * Actual billable hours

= ($800 - $820) * 5,200 + ($210 - $205) * 22,000

= $20 * 5,200 + ($5) * 22,000

= $104,000 - 110,000

= $6,000 U

Activity variance = (Actual billable hours - Standard billable hours) * Standard rate

= (5,200 - 5,000) * $800 + (22,000 - 20,000) * $210

= (200 * $800) + (2,000 * 210)

= $160,000 + 420,000

= $580,000 F

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Budgeted revenue             $4,000,000        $4,200,000   $8,200,000

Budgeted variable cost         1,875,000          2,400,000      4,275,000

Budgeted contribution       $2,125,000         $1,800,000   $3,925,000

Actual revenue                  $4,264,000         $4,510,000   $8,774,000

Actual variable cost              1,950,000          2,640,000    4,590,000

Actual contribution             $2,314,000         $1,870,000   $4,184,000

Quantity variance                 $189,000              $70,000     $259,000

Quantity variance = Budgeted contribution - Actual contribution

= $3,925,000 - $4,184,000

= $259,000 F

Mix Variance:

Standard contribution margin  $425                  $90

Volume variance                         200                2,000

Mix variance =                     $85,000           $180,000

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