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jasenka [17]
3 years ago
5

hen calculating the cost of direct materials on the schedule of cost of goods manufactured, the cost of indirect materials is __

____. Multiple choice question. subtracted from beginning Raw materials inventory added to raw materials used in production added to beginning Raw materials inventory subtracted from raw materials used in production
Business
1 answer:
Kisachek [45]3 years ago
7 0

It should be noted that When calculating the cost of direct materials on the Schedule of Costs of Goods Manufactured,

The  cost of indirect materials must be Subtracted from raw materials used in production.

<h3>What are Direct material costs ?</h3>

Direct material costs  can be regarded as those cost of the raw materials as well as those components used in making the product.

Therefore, the cost of indirect material is required to be Subtracted from raw materials used in production.

learn more about Direct material cost at:

brainly.com/question/25790358

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Rodgers Corporation produces and sells football equipment. On July 1, Year 1, Rodgers issued $65,000,000 of 10-year, 12% bonds a
Stolb23 [73]

Answer:

Rodgers Corporation

Journal Entries:

1.  July 1, Year 1:

Debit Cash $73,100,469

Credit Bonds Payable $65,000,000

Credit Bonds Premium $8,100,469

To record the issuance of bonds at a premium.

2. a) December 31, Year 1:

Debit Interest Expense $3,494,976.55

Debit Amortization $405,023.45

Credit Cash $3,900,000.00

To record the first semi-annual interest payment, including amortization.

b) June 30, Year 2:

Debit Interest Expense $3,494,976.55

Credit Amortization $405,023.45

Credit Cash $3,900,000.00

To record the second semi-annual interest payment, including amortization.

3. The total interest expense for Year 1 is $3,494,976.55

4. Yes.  The bonds are issued at a premium.  So the bond proceeds will always be greater than the face amount, and the contract rate (coupon rate) will always be greater than the market (effective) rate.

5. The price of $73,100,469 received for the bonds by using the present value tables is $1,124.62 ($73,100,469/65,000) per $1,000.

Explanation:

a) Data and Calculations:

Face value of bonds issued = $65,000,000

Price received from the issue  $73,100,469

Premium received =                   $8,100,469

Period of maturity = 10 years

Coupon interest rate = 12%

Market (effective) interest rate = 10%

Payment of interest = semiannually on December 31 and June 30

Analysis of Journal Entries:

1.  July 1, Year 1:

Cash $73,100,469 Bonds Payable $65,000,000 Bonds Premium $8,100,469

2. a) December 31, Year 1:

Interest Expense $3,494,976.55 Amortization $405,023.45 Cash $3,900,000.00

b) June 30, Year 2:

Interest Expense $3,494,976.55 Amortization $405,023.45 Cash $3,900,000.00

N (# of periods)  20

I/Y (Interest per year)  10

PMT (Periodic Payment)  3900000

FV (Future Value)  65000000

Results

PV = $73,100,439

Sum of all periodic payments = $78,000,000.00

Total Interest $69,899,569

8 0
3 years ago
Find the future value of a five-year $113,000 investment that pays 10.00 percent and that has the following compounding periods:
Sati [7]

Answer: Future Value FV = 169,500

Explanation:

The information given to us are;

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Interest R = 10% = 0.01

number of years T = 5

Future value FV = ?

So using the formula

FV = PV * [1 + (R * T)],

We input our value

FV = 113000 * [ 1 + ( 0.1 * 5) ]

FV = 113000 * [ 1 + 0.5]

FV = 113000 * 1.5

FV = 169500

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Answer:

A. Less than $24,000.

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3 years ago
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