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charle [14.2K]
3 years ago
9

At December 31, Folgeys Coffee Company reports the following results for its calendar year. Cash sales $ 901,000 Credit sales 30

1,000 Its year-end unadjusted trial balance includes the following items. Accounts receivable $ 126,000 debit Allowance for doubtful accounts 5,100 debit Prepare the adjusting entry to record bad debts expense assuming uncollectibles are estimated to be (a) 4% of credit sales, (b) 2% of total sales and (c) 7% of year-end accounts receivable.
Business
1 answer:
Anon25 [30]3 years ago
5 0

Answer:

Please find the detailed answer in the explanation section.

Explanation:

A. 4% of credit sales

Bad Debts Expense is 4% of $301,000

0.04 x $301,000

=$12,040

Adjusting entry

Dec. 31

Dr Bad debt expense $12,040

Cr Allowance for Doubtful allowance $12,040.

B. 2% of total sales

Total sales = cash sales + credit sales

$ 901,000 + $ 301,000

=$1,202,000

Bad Debts Expense is 2% of 1,202,000

0.02x $1,202,000

=$24,040

Adjusting entry

Dec. 31

Dr Bad debt expense $24,040

Cr Allowance for Doubtful allowance $24,040.

C. 7% of year-end accounts receivable.

Unadjusted balance is $5,100

Estimated balance = $8,820(7% of $126,000)

Adjusted balance is $13,920($5,100 + $8,820)

Adjusting entry

Dec. 31

Dr Bad debt expense $8,820

Cr Allowance for Doubtful allowance $8,820

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The correct option is laboratory experiments.

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Answer:

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According to Brynjolfsson and McAfee (2014), in winer-take-all markets, the compensation (e.g., revenues) is mainly determined b
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Suppose a life insurance company sells a ​$290 comma 000 ​one-year term life insurance policy to a 20​-year-old female for ​$280
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Answer:

The insurance company will gain an expected value $176.66032

Explanation:

The expected value is the gain or loss of an event and is calculated each outcome by its probability.

In our case we have to consider all events as follows;

The probability of dying means the insurance company will have a loss of $290,000 and gain $280 which is the cost of the policy. The probability of this happening=(1-probability of living)=(1-0.999644)=0.000356

The probability of living means the insurance company will gain $280, and the probability of this happening=0.999644

The gain or loss from death=280-290,000=-$289,720

The gain or loss from living=$280

Expected value=(The loss from death×probability of death)+(The gain from living×probability of living)

where;

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replacing;

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Expected value=$176.66032

The insurance company will gain an expected value $176.66032

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3 years ago
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