Weighted-average method, spoilage, equivalent units. (CMA, adapted)
Consider the following data for November 2017 from MacLean Manufacturing Company, which makes silk pennants and uses a process-costing system. All direct materials are added at the beginning of the process and conversion costs are added evenly during the process. Spoilage is detected upon inspection at the completion of the process. Spoiled units are disposed of at zero net disposal value MacLean Manufacturing Company uses the weighted-average method of process costing
Physical Units Direct Materials
Pennants
Work in process, November 1 1,350 $ 966
Started in November 2017 ?
Good units completed and transferred 8,800
out during November 2017
Normal spoilage 80
Abnormal spoilage 50
Work in process, November 30 1700
Total costs added during November 2017 $10,302
aDegree of completion: direct materials, 100%, conversion costs, 45%
bDegree of completion: direct materials, 100%, conversion costs, 35%
Compute equivalent units for direct materials and conversion costs.

Answers

Answer 1

Answer:

Equivalent Units: Materials =  10630  

Equivalent Units :   Conversion  =    9525    

Explanation:

MacLean Manufacturing Company

Weighted-Average Method

Process Costing

Particulars       Units        % Of Completion           Equivalent Units

                                       Materials  Conversion       Materials  Conversion

Units completed

and transferred   8,800      100        100                8800           8800

Add

Ending Inventory  1700        100         35               1700            595

Normal Spoilage   80            100      100              80                 80

Abnormal Spoilage  50          100      100             50                50          

Equivalent Units                                                    10630        9525        

The weighted average method equivalent unit production implies that the units completed and the ending inventory completed plus any spoilage normal or abnormal is taken is accounted for.

The weighted average method EUP can also be determined by adding the beginning units and units started

The normal and abnormal spoilage are taken 100 % because all the spoilage is evident once the goods are completed.


Related Questions

Chin purchases five protein bars at a price of $3 each. The marginal benefit he receives from each bar is $5 for the first bar, $4.50 for the second bar, $4 for the third bar, $3.50 for the fourth bar, and $3 for the fifth bar. The marginal cost of producing the bars is $2 each. What is Chin's total consumer surplus from the five bars that he purchased

Answers

Answer:

$5

Explanation:

About 5​% of hourly paid workers in a region earn the prevailing minimum wage or less. A grocery chain offers discount rates to companies that have at least 30 employees who earn the prevailing minimum wage or less. Complete parts​ (a) through​ (c) below. ​

a. Company A has 285 employees. What is the probability that Company A will get the​ discount? ​(Round to four decimal places as​ needed.)
b. Company B has 502 employees. What is the probability that Company B will get the​ discount? ​(Round to four decimal places as​ needed.)
c. Company C has 1033 employees. What is the probability that Company C will get the​ discount? ​(Round to four decimal places as​ needed.)

Answers

Answer:

a. 0.0000

b. 0.1841

c. 0.9992

Explanation:

a. n = 285

p = 5% = 0.05

μ = np = 285 x 0.05

= 14.25

we fnd the standard deviation

sd = √np(1-p)

= [tex]\sqrt{285*0.05*0.95}[/tex]

= 3.6793

we find the z score

x = 30-0.5 = 29.5

[tex]z=\frac{29.5-14.25}{3.6793} \\= 4.14[/tex]

using the microsoft excel function

1-NORMSDIST(4.14)

probability = 1 -0.999982

= 0.0000

b.

n = 502

p = 0.05

np = 502x0.05

= 25.1

sd = [tex]\sqrt{np(1-p)}[/tex]

= [tex]\sqrt{502*0.05*0.95} \\= 4.8831[/tex]

x = 29.5

[tex]z = \frac{29.5-25.1}{4.8831} \\= 0.90[/tex]

1 - NORMSDIST(0.90)

= 1 - 0.815939875

PROB = 0.1841

c. n = 1033

p = 0.05

np = 1033*0.05

= 51.65

sd  [tex]\sqrt{np(1-p)} \\= \sqrt{1033*0.05*0.95}[/tex]

= 7.0048

x = 29.5

[tex]z=\frac{29.5-51.65}{7.0048} \\= -3.16[/tex]

probability =

1 - normsdist(-3.16)

= 1 - 0.000788846

= 0.9992

A pharmaceutical company with headquarters in India sells fluconazole, the generic version of Pfizer's anti-fungal drug Diflucan internationally for significantly less money than many U.S. generic drug manufacturers. The generic drugs industry in this country needs to rethink its

Answers

Answer:

Pricing strategy to stay competitive

Explanation:

Pricing strategy is the process by which a company sets prices of goods and services offered to a consumer.

In setting up a price strategy the management.of a business need to put into consideration the competitive reaction, pricing position, pricing segment, and pricing capability.

The generic drugs companies in the US are selling fluconazole for a higher price than pharmaceutical company with headquarters in India in the international market.

In order for them to stay competitive they will need to review their price downward or customers will switch to the cheaper option

What can you say about the packaging of cell phones? Do you find them appealing? why or why not?​

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