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Bumek [7]
2 years ago
14

Bertucci Corporation makes three products that use the current constraint which is a particular type of machine. Data concerning

those products appear below:
TC GL NG
Selling price per unit $ 494.40 $ 449.43 $ 469.68
Variable cost per unit $ 395.20 $ 320.21 $ 373.92
Minutes on the constraint 8.00 7.10 7.60
Assume that sufficient constraint time is available to satisfy demand for all but the least profitable product. Up to how much should the company be willing to pay to acquire more of the constrained resource?
a. $12.40 per minute
b. $18.20 per minute
c. $129.22 per unit
d. $95.76 per unit
Business
2 answers:
Virty [35]2 years ago
7 0

Answer:

M

Explanation:

Ludmilka [50]2 years ago
6 0

Answer:

Bertucci Corporation

The amount the company should be willing to pay to acquire more of the constrained resource per minute is:

a. $12.40 per minute

Explanation:

a) Data and Calculations:

                                             TC             GL                NG

Selling price per unit       $ 494.40   $ 449.43     $ 469.68

Variable cost per unit     $ 395.20    $ 320.21     $ 373.92

Contribution per unit        $99.20      $129.22       $95.76

Minutes on the constraint     8.00             7.10            7.60

Contribution per minutes  $12.40        $18.20        $12.60

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Answer:

c. 11.70 percent

Explanation:

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= Annual dividend ÷ Sale price of preferred stock × (1 - flotation cost)

= $9.35 ÷ $85 × (1 - 6%)

=  $9.35 ÷ $79.9

= 11.70%

We ignored the marginal tax rate i.e 30%. In the case of preferred stock, the flotation cost would be deducted. We consider all the things that are given in the question

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8 0
3 years ago
Read 2 more answers
Money that you owe the Internal Revenue Service because you did not pay enough in over the year is known as a ________________.
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Answer:

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5 0
2 years ago
Grand Lips produces a lip balm used for​ cold-weather sports. The balm is manufactured in a single processing department. No lip
77julia77 [94]

Answer:

a. see attachment

b.

total equivalent units : Materials = 30,500 units and Conversion Costs = 16,860

cost per equivalent unit : Materials = $0.14 and Conversion Costs = $0.30

c.

(a) units completed and transferred to Finished Goods = $6,732

(b) units still in process at June 30 = $1,196

d.

<u>Journals</u>

Work In Process :Direct Materials $4,305 (debit)

Raw Materials $4,305 (credit)

<em>Being Raw Materials used in Production</em>

Work In Process :Direct Labor  $3,320 (debit)

Salaries Payable $3,320  (credit)

<em>Being Labor used in Production</em>

Work In Process ; Overheads $1,738 (debit)

Overheads $1,738 (credit)

<em>Being Overheads Assigned to Production</em>

Finished Goods $6,732 (debit)

Work In Process $6,732 (credit)

<em>Being Units transferred to Finished Goods</em>

Explanation:

<u>Calculation of Equivalent units of Production in respect with Raw Materials and Conversion Costs</u>

1. Materials

Ending Work In Process (5,200 × 100%)                                         5,200

Completed and Transferred Out (15,300 × 100%)                         15,300

Equivalent units of Production in respect with Raw Materials     30,500

2. Conversion Costs

Ending Work In Process (5,200 × 30%)                                            1,560

Completed and Transferred Out (15,300 × 100%)                         15,300

Equivalent units of Production in respect with Conversion Cost 16,860

<u>Calculation of Cost per Equivalent unit of production  in respect with Raw Materials and Conversion Costs</u>

Unit Cost = Total Cost ÷ Total Equivalent units

1. Materials

Unit Cost =  $4,305 ÷ 30,500

                = $0.14

2. Conversion Costs

Unit Cost =  ($3,320 + $1,738) ÷ 16,860

                = $0.30

3. Total unit cost

Total unit cost = Material Cost + Conversion Cost

                        = $0.14 + $0.30

                        = $0.44

<u>Calculation of costs assigned to (a) units completed and transferred to Finished Goods and (b) units still in process at June 30.</u>

(a) units completed and transferred to Finished Goods

Total Cost = units completed and transferred out × total unit cost

                 = 15,300 × $0.44

                 = $6,732

(b) units still in process at June 30.

Total Cost = Materials Cost + Conversion Cost

                 = $0.14 × 5,200 + $0.30 × 1,560

                 = $1,196

8 0
3 years ago
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