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Sunny_sXe [5.5K]
2 years ago
13

If cost of goods manufactured is $306,790, beginning work in process inventory, $25,000, and cost to manufacture, $300,000, the

ending work in process inventory balance is $18,210. With direct labor costing $140,000 and direct materials costing $90,000, manufacturing overhead is $________.
Business
1 answer:
Phantasy [73]2 years ago
8 0
Manufacturing overhead is consists of indirect materials, indirect labor, and other indirect costs. To solve the problem, a portion of manufacturing income statement looks like this:

Direct material -----------------------$90,000
Direct labor ---------------------------$140,000
Manufacturing overhead--------________
Total cost to manufacture         $300,000
Add: Work in process, beg       $  25,000
Less: Work in process, end      $     18,210
Cost of goods manufactures---$ 306,790

So, to solve the (?) in the above format, manufacturing overhead (MO) is derived as follows:

MO = Cost to manufacture - prime cost 
      = $300,000 - ($140,000 + $90,000)
      = $70,000

Thus, manufacturing overhead is $70,000.

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<u>Explanation:</u>

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On December 1, Victoria Company signed a 90-day, 8% note payable, with a face value of $6,600. What amount of interest expense i
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2 years ago
Company XYZ has 2 fixed price contracts for 2 different clients. The company has enough capacity for both contracts but is uncer
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Answer:

<em>The contract A yields a loss under ABC but Contract B yields a profit.</em>

<em>ABC Profit  contract A  $ (3000) contract B  $ 11250</em>

<em>Under absorption costing both contract yield profits.</em>

<em>Absorption Profit    contract A  $ 3250 contract B    $7500   </em><em> </em>

<em>Management should make decisions using ABC and reject Contract A and accept Contract B.</em>

<em></em>

Explanation:

Customer                         AAA               BBB

Component Type           A999                B999

Contract Value ($)       $27,000            $100,000

Contract Quantity         1,000 unit        2,000 unit

Material cost/unit              $15                        $20

Molding time/batch          5 hours            7.5 hours

Batch size                       100 units                50 units

Activity Based Rate= Cost per Unit of Cost Driver

Activity                Cost driver         Cost                 Rate

Molding                2,000              $150,000        $150,000 / 2,000 = 75

Inspection            150                   $75,000        $75,000/150 = 500

<u>Production             20                 $125,000        $125,000/20=  6250         </u>

<u>Total                                             $ 350,000                                           </u>

<u />

<u>Cost Drivers Consumed</u>

<u>Activity</u>                              A999                                      B999

Molding time/batch          5 hours* 10                    7.5 hours *40

                                            50                                   300

Batch size              1,000 unit/ 100 units          2,000 unit/50 units

                                     = 10                                      =40

ABC  Profits for Each Contract

                                         A999                                      B999

Selling Price                  $27,000                              $100,000

Materials                      15*1000                                  20 * 2000  

                                    =   15000                                   =   40,000

Molding                   50 hours *75                               300* 75

                                    3750                                       22500

Inspection             10 batches *500                       40 batches *500

                                 $ 5000                                    $ 20000

Management Contracts    $ 6250                             $ 6250

<u>Total                            $ 30,000                               $ 88,750</u>

<u>Profit                            $ (3000)                                $ 11250</u>

<u></u>

<u>Overhead Rate  Absorption Costing</u>

Total Overheads= ( 150,000 + 125,000+ 75000) = $ 350000

Annual Molding Hours = 2000

<u>Rate= $ 350,000/2000=$ 175 per molding hour</u>

<u></u>

<u>Absorption Costing </u>

<u>Profit For each Contract</u>

<u></u>

                                         A999                                      B999

Selling Price                  $27,000                              $100,000

Materials                      15*1000                                  20 * 2000  

                                    =   15000                                   =   40,000

Overheads                50 hours *175                           300 Hours *175

                               =  8750                                            = 52,500

<u>Total Cost                    23750                                      92500            </u>

<u>Profit                             3250                                            7500         </u>

<u></u>

<em>The contract A yields a loss under ABC but Contract B yields a profit.</em>

<em>Under absorption costing both contract yield profits.</em>

<em>Management should make decisions using ABC and reject Contract A and accept Contract B.</em>

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