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3241004551 [841]
3 years ago
15

Journalize the following transactions for Griffin Company. Assume a perpetual inventory system. Also, assume a constant gross pr

ofit ratio for all items sold.
Make sure to enter the day for each separate transaction.

1) October 1: Sold goods costing $3,600 to Barnes Company for cash, $6,000.

2) October 7: Barnes Company returned undamaged merchandise, purchased on October 1, for a cash refund, $670.
Business
1 answer:
joja [24]3 years ago
5 0

Answer:

1) October 1:

1.1

Debit Cost of Goods sold $3,600

Credit Merchandise $3,600

1.2

Debit Cash $6,000

Credit Revenue $6,000

2) October 7

2.1.

Debit Revenue $670

Credit Cash $670

2.2.

Debit Merchandise $402

Credit Cost of Goods sold $402

Explanation:

1. October 1: when sold goods, the company recorded Cost of Goods sold and revenue:

1.1

Debit Cost of Goods sold $3,600

Credit Merchandise $3,600

1.2

Debit Cash $6,000

Credit Revenue $6,000

2. October 7

The percentage of revenue that merchandise returned = $670/$6,000 = 11.17%

Assume a constant gross profit ratio for all items sold.

Cost of returned merchandise = $3,600 x 11.17% = $402

2.1.

Debit Revenue $670

Credit Cash $670

2.2.

Debit Merchandise $402

Credit Cost of Goods sold $402

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Answer:

$580,000

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The computation of the asset is shown below:

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3 years ago
Your company is considering a new project that will require $10,000 of new equipment at the start of the project. The equipment
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Answer:

Estimate the present value of the tax benefits from depreciation:

D. $1,851

Explanation:

<em>Step 1: Determine annual depreciation</em>

A.D=(A.C-S.V)/N

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A.D=annual depreciation

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S.V=salvage value

N=useful life

In our case;

A.D=unknown, to be determined

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S.V=$3,000

N=5 years

replacing;

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<em>Step 2: Determine annual tax benefits</em>

Annual tax benefits=tax rate×annual depreciation

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tax rate=34%=34/100=0.34

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replacing;

Annual tax benefits=0.34×1,400=$476

<em>Step 3: Determine present value of the annual tax benefits</em>

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 1                          476                            476/{(1+0.09)^1}=436.70

 2                         476                            476/{(1+0.09)^2}=400.64

 3                         476                            476/{(1+0.09)^3}=367.56

 4                         476                            476/{(1+0.09)^4}=337.21

 5                         476                            476/{(1+0.09)^5}=309.37

Total present value of the tax benefits=436.70+400.64+367.56+337.21+309.37=$1,851.48

Estimate the present value of the tax benefits from depreciation=$1,851

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