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jeka94
2 years ago
4

Brendal Corporation is a manufacturer that uses job-order costing. The company has supplied the following data for the just comp

leted year: Estimated total manufacturing overhead at the beginning of the year $693,000 Estimated direct labor-hours at the beginning of the year 42,000 direct labor-hours Results of operations: Raw materials (all direct) requisitioned for use in production $ 525,000 Direct labor cost $ 690,000 Actual direct labor-hours 49,000 direct labor-hours Manufacturing Overhead Indirect labor cost $ 138,000 Other manufacturing overhead costs incurred $ 506,000 How much is the total manufacturing cost added to Work in Process during the year?
Business
1 answer:
kompoz [17]2 years ago
5 0

Answer:

How much is the total manufacturing cost added to Work in Process during the year?

Raw materials                                        $ 525,000

Direct labor cost                                    $ 690,000

Applied Manufacturing Overheads    $ 808,500

Total Manufacturing Costs                  $ 2,023,500

Thus total manufacturing cost added to Work in Process during the year is $ 2,023,500

Explanation:

Manufacturing cost = Direct Materials + Direct Labor + Overheads

Overheads included in Manufacturing Costs must be those Applied instead of Actual

Budgeted Overhead Rate = Budgeted Overheads/Budgeted Activity

                                           = $693,000/42,000

                                           = $16.50/hour

Applied overheads = Actual Direct labour hours × Budgeted Overhead Rate

                                = 49,000 × $16.50

                                = $808,500

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2 years ago
Which statement about Lillie’s mortgage is FALSE?
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The before-tax income for Lonnie Holdiman Co. for 2020 was $101,000 and $77,400 for 2021. However, the accountant noted that the
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Answer:

Lonnie Holdiman Co.

A Schedule showing the determination of the corrected income before taxes for 2020 and 2021:

                                                                             2020         2021

Before-tax income                                           $101,000    $77,400

1. Excess Sales revenue                                    (38,200)    38,200

2. December 31, 2020 Inventory understated   8,640      (8,640)

3. Amortized bonds discount not expensed      (1,776)       (1,901)

4. Equipment repairs not expensed                  (8,500)     (9,400)

5. Overstated depreciation from capitalized

   Equipment repairs                                             850           940

Corrected income before taxes                    $62,014   $96,599

Explanation:

a) Data and Calculations:

Before-tax income for 2020 = $101,000

Before-tax income for 2021 = $77,400

1. 2020 Sales Revenue $38,200; 2021 Sales Revenue $38,200

2. 2020 Understated inventory $8,640; 2021 Understated inventory $8,640

3. 2020 Unstated bonds interest expense $1,776

2021 Unstated bonds interest expense $1,901

4. 2020 Unstated equipment repairs $8,500 Overstated Equipment account $8,500

2021 Unstated equipment repairs $9,400 Overstated Equipment account $9,400

2020 Overstated Depreciation expense $850

2021 Overstated Depreciation expense $940.

Bonds Calculations:

Bonds outstanding value:

Bond's face value =        $250,000

Discount =                            15,000

Proceeds from bonds = $235,000

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,450 ($235,000 * 7%)

Amortized discount = $1,450

December 31, 2017:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,450 ($235,000 * 7%)

Amortized discount =          $1,450 ($16,450 - $15,000)

Outstanding value = $236,450 ($235,000 + 1,450)

December 31, 2018:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,552 ($236,450 * 7%)

Amortized discount =          $1,552 ($16,552 - $15,000)

Outstanding value = $238,002 ($236,450 + 1,552)

December 31, 2019:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,660 ($238,002 * 7%)

Amortized discount =          $1,660 ($16,660 - $15,000)

Outstanding value = $239,662 ($238,002 + 1,660)

December 31, 2020:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,776 ($239,662 * 7%)

Amortized discount =          $1,776 ($16,776 - $15,000)

Outstanding value = $241,438 ($239,662 + 1,776)

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Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,901 ($241,438 * 7%)

Amortized discount =           $1,901 ($16,901 - $15,000)

Outstanding value = $243,339 ($241,438 + 1,901)

Depreciation on Capitalized Equipment Repairs:  

Excess depreciation expense:

2020 = $850 ($8,500 * 10%)

2021 = $940 ($9,400 * 10%)          

6 0
2 years ago
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Answer:

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<em>a. How many fliers do you think the automobile dealership sent​ out? </em>

<em> b. Using your answer to​ (a) and the probabilities listed on the​ flier, what is the expected value of the prize won by a prospective customer receiving a​ flier? </em>

<em> c. Using your answer to​ (a) and the probabilities listed on the​ flier, what is the standard deviation of the value of the prize won by a prospective customer receiving a​ flier?</em>

a) the total fliers sent out = 31,246 + 1 + 1 = 31,248

b) expected value = [(1 x $28,000) + (1 x $100) + (31,246 x $5)] / 31,248 = $5.90

c) σ² = [($28,000 - $5.90)² x 1] + [($100 - $5.90)² x 1] + [($5 - $5.90)² x 31,246] / 31,248 = ($783,669,634.80 + $8,854.81 + $25,309.26) / 31,248 = $25,080.13

σ = √$25,080.13 = $158.37

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2 years ago
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