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tiny-mole [99]
3 years ago
12

For the month of July, Jacobs Company incurs a direct materials cost of $6,000 for 6,000 gallons of paint produced in its Mixing

Department. It also incurs conversion costs of $1,470 with 70% completed. If the conversion cost per equivalent unit was $0.25 per gallon in June, what is the difference in the conversion cost per equivalent unit between th
Business
1 answer:
Maru [420]3 years ago
3 0

Answer:

The difference in the conversion cost per equivalent unit between the month of June and July is $0.10 .

Explanation:

Hie your question has a missing part. I have searched for the missing information and the full question reads :

<em>For the month of July, Jacobs Company incurs a direct materials cost of $6,000 for 6,000 gallons of paint produced in its Mixing Department. It also incurs conversion costs of $1,470 with 70% completed. If the conversion cost per equivalent unit was $0.25 per gallon in June, what is the difference in the conversion cost per equivalent unit between the month of June and July.</em>

Solution :

First Calculate the Total Equivalent Units of Production for Conversion Cost for July

Total Equivalent Units = 6,000 × 70%

                                     = 4,200

Then Calculate the Cost per Equivalent Unit for July

Cost per Equivalent Unit = Total Cost / Total Equivalent Units

                                         = $1,470 / 4,200

                                         = $0.35

Difference = $0.35 - $0.25

               = $0.10

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Mack's guitar fabrication shop produces low cost, highly durable guitars for beginners. Typically, out of the 100 guitars that b
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Answer:

a. Labor productivity is 16.67 per hour

b. Multifactor productivity = 0.93

Explanation:

a.

Number of guitars produced = 100

Guitars good enough to sell = 80%

Number of guitars good enough to sell = 80% * 100 = 80 guitars.

Selling per price = 250

Labour hours per guitar = 12 hours

Value of output = 250 * 80 = 20.000

input in labor hourse = guitars produced * labors per guitar = 100 * 12 = 1200 hours

Labor productivity = output/input = 20.000 / 1.200 = 16.67 per hour

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b.

labor cost = 11 per hour

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Total material cost = guitars produced * material cost per guitar = 100 * 42 = 4.200

Multifactor productivity = output / labour cost + material cost + overhead cost

Multifactor productivity = 20.000 / (13200 + 4200 + 4000)

Multifactor productivity = 20.000 / 21.400

Multifactor productivity = 0.93

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