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borishaifa [10]
3 years ago
12

Lund Company applies manufacturing overhead to jobs using a predetermined overhead rate of 75% of direct labor cost. Any under o

r overapplied overhead is closed out to Cost of Goods Sold at the end of the calendar year. During March, the following transactions were recorded by the company: raw materials purchased during the moth - $27,00; raw materials used in production - $28,000; direct labor hours work during month - 2,500; direct labor cost incurred - $20,000; indirect labor cost incurred - $5,500; manufacturing overhead costs incurred - $17,000; raw material inventory, March 31 - $7,500; work in process inventory, March 1 - $10,500; work in process inventory, March 31 - $14,000 (contains $5,000 of direct labor cost).The amount of direct materials cost in the March 31 Work in Process inventory account was;A) $5,250.B) $3,500.C) $9,000.D) $8,750.
Business
1 answer:
BartSMP [9]3 years ago
3 0

Answer:

A. $5,250

Explanation:

As for the provided details we have,

The total cost of work in process on 31 March = $14,000

In this amount included as cost of direct labor = $5,000

This means the remaining amount $14,000 - $5,000 = 9,000 relates to cost of direct material and cost of manufacturing overheads.

Also provided that manufacturing overheads are applied using the predetermined rate of 75% of direct labor.

Thus, amount charged to work in process inventory for manufacturing overheads shall be $5,000 direct labor cost \times 75% = $3,750

Thus, direct material cost in work in process = $14,000 - $5,000 - $3,750 = $5,250

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The tasman company purchased land for $150,000. the cost to demolish the existing building and prepare the land for a new buildi
bagirrra123 [75]
You just add it all together $150,000+ $20,000+ $9,000= your answer
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8 0
3 years ago
1. For each case, determine the maximum quantity of money generated in the
Deffense [45]

Reserve requirement is 10% and excess reserves are $11 million is $122.2 million. Reserve requirement is 5% and excess reserves are $13 million is  $273.6 million. Reserve requirement is 2 % and excess reserves are $7 million is $357 million.

What is money generated?

In the form of bank deposits, or the figures that show up in your account, banks produce the majority of the money that circulates in our economy.

(a) Excess reserve, the balance of the entire deposit remaining after the reserve requirement of 10% has been met. Therefore, $11 million represents 90% of the total deposit. 11+(11×10%) The entire amount of the deposit will be $12.22 million.

The money multiplier determines how much money is generated.

Money Multiplier = 1/10% of Reserve Ratio = 10

Therefore, Quantity of money generated= $12.22 million * 10 = $122.2 million.

(b) Excess reserve, the balance of the entire deposit remaining after the reserve requirement of 5% has been met. Since $13 million represents 95% of the total deposit,13+(13×5%) There will be a total deposit of $13.68 million.

The money multiplier determines how much money is generated.

Money Multiplier = 1/5 Reserve Ratio = 20

Therefore, Quantity of money generated=$13.68 million * 20 = $273.6 million.

(c) Excess reserve, the remaining balance of the total deposit after the reserve requirement of 2% has been subtracted. 98 percent of the total deposit is therefore $7 million. 17+(17×2%) Therefore, the overall deposit will be $7.14 million.

The money multiplier determines the amount of money that is produced.

Money Multiplier = 1 / Reserve Ratio = 0.5 % = 50

Therefore, Quantity of money generated=$7.14 million * 50 = $357 million

As a result, option (a)  $122.2 million (b) $273.6 million (c) $357 million is an accurate answer.

Learn more about on money generated, here:

brainly.com/question/1790836

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7 0
1 year ago
Xinghong company is considering replacing one pf its manufacturing machines. The machine has a book value of $44000 and a remain
Artist 52 [7]

Answer:

1. Decrease in Net Income of -$8,500

2. Increase in Net Income of $50,500

3. Replace the old machine with Alternative B

Explanation:

1.

Alternative A  

Cost to Buy New Machine -$117,000

Cash received to trade in old machine $54,000

Reduction in Variable Manufacturing Costs (($33,600*5 years ) - (22,700*5 years )) $54,500

Total change in Net Income -$8,500

2.

Alternative B  

Cost to Buy New Machine -$118,000

Cash received to trade in old machine $54,000

Reduction in Variable Manufacturing Costs (($33,600*5years ) - (10,700*5 years )) $114,500

Total change in Net Income $50,500

<em>3. Replacing the old machine with alternative B will result in an increased income of $50,500 so it is a good option. </em>

5 0
3 years ago
ABC Company’s budgeted sales for June, July, and August are 14,800, 18,800, and 16,800 units, respectively. ABC requires 30% of
aleksandr82 [10.1K]

Answer:

The number of units to be produced in June and July is 16,000 units and $18,200 respectively

Explanation:

The computations are shown below:

Number of units produced in June

= Sale units + ending inventory units - beginning inventory units

where,  

Sale units is  14,800 units

Ending inventory units = 18,800 units × 30% = 5,640 units

Beginning inventory units = 4,440 units

Now put these units to the above formula  

So, the units would equal to  

= 14,800 units + 5,640 units - 4,440 units

= 16,000 units

Number of units produced in June

= Sale units + ending inventory units - beginning inventory units

where,  

Sale units is  18,800

Ending inventory units = 16,800 units × 30% = 5,040 units

Beginning inventory units = 18,800 units × 30% = 5,640 units

Now put these units to the above formula  

So, the units would equal to  

= 18,800 units + 5,040 units - 5,640 units

= 18,200 units

5 0
3 years ago
A company issued 5%, 20-year bonds with a face amount of $60 million. The market yield for bonds of similar risk and maturity is
Lesechka [4]

Answer:

Total $53.0656 (millions)

Explanation:

We will need to add the present value of the coupon payment

and the present value of the maturity date

<u>present value of the annuity:</u>

C \times \frac{1-(1+r)^{-time} }{rate} = PV\\

C= 60 million x 5% /2 1.5

time= 20 years 2 payment per year = 40

rate = 6% annual = 0.06/2 = 0.03 semiannually

1.5 \times \frac{1-(1+0.03)^{-40} }{0.03} = PV\\

PV $34.6722

<u>present value of the bonds:</u>

\frac{Maturity}{(1 + rate)^{time} } = PV

Maturity 60

time 40

rate           0.03

\frac{60}{(1 + 0.03)^{40} } = PV

PV        $18.3934

<u>The value of the bond will be the sum of both</u>

PV c $34.6722

PV m  $18.3934

Total $53.0656

7 0
3 years ago
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