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goblinko [34]
3 years ago
8

Flynn Industries has three activity cost pools and two products. It estimates production 2,000 units of Product BC113 and 1,000

of Product AD908. Having identified its activity cost pools and the cost drivers for each pool, Flynn accumulated the following data relative to those activity cost pools and cost drivers.
Annual Overhead Data Estimated Use of Cost Drivers per Product
Activity Cost Pools Cost Drivers Estimated Overhead Estimated Use of Cost Drivers per Activity Product BC113 Product AD908
Machine setup Setups $27,000 45 28 17
Machining Machine hours 109,560 4,980 1,180 3,800
Packing Orders 26,950 540 180 160

Required:
Using the above data, do the following:
Prepare a schedule Showing the Computations Of the activity-based overhead rates per Cost driver.
Business
1 answer:
cupoosta [38]3 years ago
6 0

Answer:

Follows are the instructions to this question:

Explanation:

Given:

Configuration of machine = \$16,000 \ \ \ \ 40  \ \ \ \ 25 \ \ \ \ 15

Machine hours= \$110,000  \ \ \ \ 5,000  \ \ \ \ 1,000 \ \ \ \  4,000

Order on Packing= \$30,000\ \ \ \  500 \ \ \ \ 150 \ \ \ \ 350

We have to use the following formula in order to measure the expected production overhead rate:

Estimated overhead production rate= Total projected production expenses and for period/Total base allocation sum

Machine Configuration =\frac{16,000}{(40+25+15)}= \frac{16,000}{80} =\$200 / \ setup

Machining hour= =\frac{110,000}{(5,000 + 1,000 + 4,000)} =\frac{110,000}{(10,000)}= \$11 / \  machine \ hour

Packing= \frac{30,000}{(500 + 150 + 350)}= \frac{30,000}{1000}= \$30/ \ order

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Answer:

The straight line depreciation for the first year is $24000

Explanation:

The straight line method of depreciation charges/allocates a constant amount of depreciation through out the useful life of the asset. The straight line depreciation expense for the year is calculated as follows,

Straight line depreciation = (Cost - Salvage Value) / Estimated useful life

Straight line depreciation = (135000 - 15000) / 5  = $24000 per year

Thus, the amount of depreciation for first year under straight line method is $24000

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Answer:

Answering the economic question of What to produce

Explanation:

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This problem occurs because the economy has limited or restricted resources so could not produce all the goods. Therefore, if the society decides to produce the consumer goods from the resources available, then it is answering the economic question of what to produce.

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3 years ago
Fifteen-year-old Clara enjoys working with people and likes to help others. She has been a big help to her mother in caring for
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6 0
3 years ago
Read 2 more answers
On October 1, 2018, Iona Frisbee Co. issued stock options for 300,000 shares to a division manager. The options have an estimate
Gemiola [76]

Answer:

$300,000

Explanation:

Option expenses to be recognized in the first year ,

= \frac{N\ *\ FV}{Total\ vesting\ period}    ×  period elapsed   - Expenses already recognized

wherein N = No of options expected to be vested

              FV = Fair value on the grant date

              Vesting period = The time period after which the options can be exercised

Thus, after the first year, employee compensation expenses to be recognized

= \frac{300000 *\ 3}{3\ years} × 1 year = $300,000 - 0 = $300,000

Similarly, for the second year, option expenses to be recognized would be,

= \frac{300000 *\ 3}{3\ years}  × 2 years - $300,000 =  $300,000

Similarly for the third year

= \frac{300000 *\ 3}{3\ years} × 3 years - ($300,000+ 300,000)  = $300,000

The journal entry to be passed each year would be

Stock Option Compensation Expense A/C   Dr. $300,000

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5 0
3 years ago
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EcoFabrics has budgeted overhead costs of $1,058,400. It has allocated overhead on a plantwide basis to its two products (wool a
N76 [4]

Answer:

cutting rate: 1.8 dollars

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<u>Cotton overhead allocated:</u>

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<u>Wool overhead allocated:</u>

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Explanation:

Cutting actvity

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base total machine hours: 1,680

activity rate 655,200 / 1,680  = 390 dollars

allocate to  cotton: 560 x 390  = 218,400

allocate to wool:     1,120 x 390 = 436,800

6 0
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