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Len [333]
3 years ago
14

Kostelnik Corporation uses a job-order costing system with a single plantwide predetermined overhead rate based on machine-hours

. The company based its predetermined overhead rate for the current year on total fixed manufacturing overhead cost of $237,000, variable manufacturing overhead of $3.90 per machine-hour, and 30,000 machine-hours. The company has provided the following data concerning Job A496 which was recently completed:
Number of units in the job 20
Total machine hours 80
Direct materials $500
Direct labor cost $2,160

The amount of overhead applied to job A496 is closes to ____
(A) $1,256
(B) $632
(C) $944
(D) $312
Business
1 answer:
Rainbow [258]3 years ago
6 0

Answer:

The correct answer is C: $944

Explanation:

Giving the following information:

Single plantwide predetermined overhead rate based on machine-hours. Total fixed manufacturing overhead cost of $237,000, variable manufacturing overhead of $3.90 per machine-hour, and 30,000 machine-hours.

First, we need to determine the manufacturing overhead rate:

Estimated manufacturing overhead rate= total estimated overhead costs for the period/ total amount of allocation base= (237000/30000)+3.9= $11.8 per machine hour.

Now, we can calculate the allocated overhead:

allocated overhead= Estimated manufacturing overhead rate* actual amount of allocation base= 11.8*80= $944

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Which best compares and contrasts the teaching and training careers and the professional support careers?
ohaa [14]

The teaching and training careers and the professional support careers can be compared because option  A) Both careers try to support student success; however, teaching and training careers involve direct instruction of students.

<h3>What are teaching and training careers and the professional support careers ?</h3>

They are both careers that is needed for the students so they can come out with flying colors.

For instance, teaching involves passing across knowledge to students, and the teacher is expected to use different techniques so that the students can cope and be successful academically.

Therefore, option A is correct.

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7 0
2 years ago
Millburn Corporation has acquired a property that included both land and a building for $ 510 comma 000. The corporation hired a
Sav [38]

Answer:

cost of land record = $206550

Explanation:

given data

market value of the land = $320000

market value of the building  = $470000

acquired both land and building = $510000

to find out

amount should the corporation record the cost of land

solution

first we find market value to total assets that is

market value to total assets = market value of the land + market value of the building ......................1

put here value

market value to total assets = $320000 + $470000

market value to total assets = $790000

and

share of land in the total market that is

share of land in the total market = \frac{market\ value\  of \ land}{total\ assets \ value}   .......................2

put here value

share of land in the total market = \frac{320000}{790000}

share of land in the total market = 40.50 %

and

cost of land record = share of land in the total market × acquired both land and building    .......................3

put here value

cost of land record = $510000 × 40.50%

cost of land record = $206550

8 0
3 years ago
ROI, Residual Income, and EVA with Different Bases Envision Company has a target return on capital of 12 percent. The following
lara [203]

Answer:

a. ROI = income / Assets      

                                      Book Value       Current Value    

Software Division              0.175              0.13    

Consulting Division           0.164              0.182    

Venture Capital Division   0.093            0.088

<u>Workings:</u>

i. Book value

Software Division = 12,250/70,000=0.175

Consulting Division = 16,400/100,000=0.164  

Venture Capital Division = 56,730/610,000 =0.093

ii. Current value

Software Division = 11,700/90,000=0.13

Consulting Division = 20,020/110,000=0.182

Venture Capital Division= 51,920/ 590,000=0.088

b. Residual income = Income - {Asset x Return on capital 12% }

                                      Book Value       Current Value    

Software Division              3850              900    

Consulting Division           4400              6820    

Venture Capital Division   -16470           -18880

<u>Workings:</u>

i. Book value

Software Division = 12,250-(70,000*12%)=3850

Consulting Division = 16,400-(100,000*12%)=4400  

Venture Capital Division = 56,730-(610,000*12%) =-16470

ii. Current value

Software Division = 11,700-(90,000*12%)=900

Consulting Division = 20,020-(110,000*12%)=6820

Venture Capital Division= 51,920-(590,000*12%)=-18880

c. Economic Value Added ( EVA ) = Net Income After Tax - ( Amount of Capital x Weighted Average Cost of Capital [WACC] )

C.                     Software Division  

                            (Value Base)  

                                    Book            Current

Sales                           100,000          100,000

Income                          12,250           11,700

Assets                           70,000          90,000

Liabilities                      10,000           10,000

Capital invested           60,000          80,000

(Asset - Liabilities)

Tax on Income(30%)     3675            3510

Income after Tax            8,575           8,190

(Income - Tax on

income) (A)

Capital invested             6,000           8,000

* WACC - 10% ) (B)

EVA (C)=(A)-(B)                2,575            190

                       Consulting Division

                            (Value Base)

                                     Book            Current

Sales                         200,000        200,000

Income                        16,400           20,020

Assets                         100,000        110,000

Liabilities                      14,000         14,000

Capital invested           86,000       96,000

(Asset - Liabilities)

Tax on Income(30%)     4920            6006

Income after Tax           11,480           14,014

(Income - Tax on

income) (A)

Capital invested           8,600            9,600

* WACC - 10% ) (B)

EVA (C)=(A)-(B)              2,880            4,414

                     Venture Capital Division

                           (Value Base)

                                   Book            Current

Sales                        800,000       800,000

Income                      56,730          51,920

Assets                       610,000        590,000

Liabilities                    40,000         40,000

Capital invested        570,000        550,000

(Asset - Liabilities)

Tax on Income(30%)    17019          15576

Income after Tax          39,711         36,344

(Income - Tax on

income) (A)

Capital invested           57,000       55,000

* WACC - 10% ) (B)

EVA (C)=(A)-(B)              -17,289       -18,656

8 0
3 years ago
L Corporation produces and sells 13,800 units of Product X each month. The selling price of Product X is $20 per unit, and varia
Ray Of Light [21]

Answer:

It will be a financial disadvantage of 52,800

Explanation:

                Continued Discontinued     Differential

Sales             276000               -                 -276,000

Variable       -193,200               -                    193,200

Fixed             -30,000               -                    30,000

Allocate cost -73000      -73000                       -  

Result            - 20,200      -73,000              -52,800

We compare each alternative:

if discontinued only the allocate cost will remain.

but we also loss the contribution of the product sales.

Sales 13,800 x 20

Variable 13,800 x 14

Tracable Fixed total fixed cost - unavoidable fixed cost

                                   103,000 - 73,000 = 30,000

Allocate 73,000

Once we got the number we plug into the table and calcualte the differential income.

8 0
4 years ago
William opened two investment accounts. The first​ year, these​ investments, which totaled ​$1800​, yielded ​$105 in simple inte
stellarik [79]

Answer:

$1000 at a 6.5% rate

$800 at a 5% rate

Explanation:

Let X be the amount invested at a 6.5% rate and Y be the amount invested at a 5% rate.

X+Y = \$1800\\0.065X+0.05Y=\$105

Solving the linear system:

X+Y -20*(0.065X+0.05Y)= \$1800-(20*\$105)\\-0.3X=-\$300\\X=\$1000\\Y= \$1800-\$1000\\Y=\$800

$1000 were invested at a 6.5% rate and $800 at a 5% rate.

6 0
3 years ago
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