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Afina-wow [57]
2 years ago
15

Scott Company had sales of $12,350,000 and related cost of goods sold of $7,500,000. Scott provides customers a refund for any r

eturned or damaged merchandise. At the end of the year, Scott estimates that customers will request refunds for 0.8% of sales and estimates that merchandise costing $48,000 will be returned. Journalize the adjusting entries on December 31 to record the expected customer returns. Refer to the Chart of Accounts for exact wording of account titles.
Business
1 answer:
maria [59]2 years ago
4 0

The adjusting journal entries to record the adjustments in the books of Scott Company are as follows:

<h3>Journal Entries:</h3>

December 31;

Debit Sales $98,800

Credit Cash Refundable $98,800

  • To record expected cash refunds.

Debit Inventory $48,000

Credit Cost of goods sold $48,000

  • To record expected merchandise returns.

<h3>Data Analysis:</h3>

Sales = $12,350,000

Cost of goods sold = $7,500,000

Estimated percentage refunds = 0.8% of sales

Expected Refunds = $98,800 ($12,350,000 x 0.8%)

Returned goods = $48,000

Sales $98,800

Cash Refundable $98,800

Inventory $48,000

Cost of goods sold $48,000

Learn more about adjusting journal entries at brainly.com/question/13933471

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Answer:

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Robyn and Austin are co-owners of a tract of land that they plan to sell one day. A court would likely find that their co-owners
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Answer:

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Matt owns a machine shop. In reviewing the shop's utility bills for the past 12 months, he found that the highest bill of $2, 70
Lady bird [3.3K]

Answer:

The variable rate is 0.4 $/machine-hour.

The equation fot the utility bill is C(M)=0.4*M+2180.

If Matt anticipates using 1200 machine hours in January, his utility bill will be $ 2660.

Explanation:

We have two points in the year that will let us calculate the fixed utility cost and the variable utility cost.

We will end up with a equation of a line, like this

C(M)=v*M+F

Where C (M) is the total utility cost, v is the variable utility cost per machine hour, M are the machines running hours and F is the fixed utility cost.

We have two unknowns and two equations, so it can be solved.

First we can substract the two bills (the highest and the lowest) and equal that to the equation of the line we described

(2700-2500)=C(1300)-C(800)=(v*1300+F)-(v*800+F)\\\\200=v*1300+F-v*800-F=500*v\\\\v=200/500=0.4

The variable rate is 0.4 $/machine-hour.

Then we can replace v in one of the equations

2500=C(800)=0.4*800+F\\\\2500=320+F\\\\F=2500-320=2180

The fixed utility cost are 2180 $/month.

The equation fot the utility bill is C(M)=0.4*M+2180.

If Matt anticipates using 1200 machine hours in January, his utility bill will be $ 2660.

C(1200)=0.4*1200+2180=480+2180=2660

3 0
3 years ago
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