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ss7ja [257]
2 years ago
11

Perine Company has 5,220 pounds of raw materials in its December 31, 2019, ending inventory. Required production for January and

February of 2020 are 4,500 and 5,900 units, respectively. 4 pounds of raw materials are needed for each unit, and the estimated cost per pound is $7. Management desires an ending inventory equal to 29% of next month’s materials requirements. Prepare the direct materials budget for January.
Business
2 answers:
Vesnalui [34]2 years ago
5 0

Answer:

$137,368

Explanation:

Direct material are the raw material which is specifically used for the production of the unit. Direct material cost is directly attributable to the product.

As per given data

Beginning inventory= 5,220 pounds

Production:

January 2020 = 4,500 units

February 2020 = 5,900 units

Each unit require 4 pounds of raw materials

Material for production

January 2020 = 4,500 units x 4 Pound per unit = 18,000 pounds

February 2020 = 5,900 units x 4 Pound per unit = 23,600 pounds

Estimated cost is $7 per pound.

January 2020 = 18,000 pounds x $7 = $126,000

February 2020 = 23,600 pounds x $7 = $165,200

Ending inventory is 29% of next month’s materials requirements.

Ending Inventory

Direct material budget January:

Ending inventory= 23,600 x 29% = 6,844 pounds

Beginning inventory= 5,220 pounds

Purchases = Production + Ending Inventory - Beginning Inventory

Purchases = 18,000 + 6,844 - 5,220 = 19,624 pounds

Total cost= 19,624 x $7= $137,368

Anarel [89]2 years ago
3 0

Answer:

Instructions are below.

Explanation:

Giving the following information:

Beginning inventory= 5,220 pounds

Production:

January= 4,500 units

February= 5,900 units

4 pounds of raw materials are needed for each unit

The estimated cost per pound is $7.

Management desires an ending inventory equal to 29% of next month’s materials requirements.

First, we need to calculate the number of pounds needed for each month:

January= 4,500*4= 18,000 pounds

February= 5,900*4= 23,600 pounds

<u>Direct material budget January:</u>

Production= 18,000

Desired ending inventory= (0.29*23,600)= 6,844

Beginning inventory= (5,220)

Total pounds= 19,624

Total cost= 19,624*7= $137,368

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Answer:

The overhead application rate is 1.8

Explanation:

In the question both the estimated and actual overhead cost , material and labor cost are provided -

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Overhead cost             $396,000                     $418,000

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Overhead application rate can be calculated by dividing the total budgeted overhead cost by direct labor cost.

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Outsourcing of services is:______. a. decreasing in volume and scope. b. increasing in volume and scope. c. increasing in volume
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Answer:

b. increasing in volume and scope

Explanation:

Outsourcing refers to assigning routine day to day tasks of less significance to an outside firm at a contractual price, with dual motive of saving time and focusing upon more important tasks and also to avail specialized services of an outside firm to ensure efficiency.

For example, a company may outsource it's human resource management function to third party consultants rather than conducting recruitment on it's own.

With the growth in businesses and with increased competition, the need to focus upon strategic tasks has increased which calls for growth in outsourcing function owing to which outsourcing of services has increased both in volume and scope.

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Answer:

Consider the following calculations

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People end up tossing 12% of what they buy at the grocery store (Reader's Digest, March, 2009). Assume this is the true population proportion and that you plan to take a sample survey of 540 grocery shoppers to further investigate their behavior.

a- Show the sampling distribution of ( p¯ ), the proportion of groceries thrown out by your sample respondents

sampling distribution of ( p¯ ) is normal with

mean = 0.12   and

standard error = sqrt(p(1-p)/n) = sqrt(0.12*0.88/540) =0.0140

b- what is the probability that the sample proportion will be within ±.03 of the population proportion?

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Answer:

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