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dusya [7]
3 years ago
12

QS 9-6 Reporting allowance for doubtful accounts LO P2 On December 31 of Swift Co.’s first year, $54,000 of accounts receivable

is not yet collected. Swift estimates that $2,400 of its accounts receivable is uncollectible and records the year-end adjusting entry. (1) Compute the realizable value of accounts receivable reported on Swift’s year-end balance sheet. (2) On January 1 of Swift’s second year, it writes off a customer’s account for $500. Compute the realizable value of accounts receivable on January 1 after the write-off.
Business
1 answer:
Anit [1.1K]3 years ago
6 0

Answer:

(1) Computation of the realizable value of accounts receivable reported on Swift’s year-end balance sheet.

Accounts receivable  $54,000 - Allowance for doubtful accounts $2,400 = $51,600

(2) On January 1 of Swift’s second year, the net realizable value of the accounts receivable remains the same.

Explanation:

Net realizable value of accounts receivable is the amount that is realizable after deducting the allowance for doubtful accounts.

In scenario (1), $2,400 was estimated as uncollectible. Therefore, the following adjusting entries apply:

Debit Bad debt expense $2,400

Credit Allowance for doubtful accounts $2,400

<em>(To record bad debt expense)</em>

The net realizable of the accounts receivable is therefore: $54,000 - $2,4000 - $51,600

In scenario (2), the write-off of $500 only impacts the allowance for doubtful accounts and the accounts receivable, that is:

Debit Allowance for doubtful accounts $500

Credit Accounts receivable $500

<em>(To write-off accounts receivable)</em>

With the second adjusting entries, the net realizable value of accounts receivable remains the same.

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Given
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Total interest=$489.58

Balance after 100th day=$5,819.44

Balance after 180th day=$2,448.77

Final payment=$2,489.58

Compute the total interest, the balances on the 100th and 180th days as well as the final payment of the loan?

In the first place, ordinary interest means simple interest, in other words, the simple interest approach would be used in computing the interest due at every point in time.

Interest=loan balance*interest rate*number of days that interest is due/360 days

Interest on 100th day=$11,500*10%*100/360

Interest on 100th day=$319.444444

balance after 100th day=initial principal+ interest-partial payment

balance after 100th day=$11,500+$319.444444 -$6,000

balance after 100th day=$5,819.444444

Note it has been 80 days since the payment of the last interest on 100th

interest on 180th day=$5819.444444 *10%*80/360

interest on 180th day=$129.320988

balance of the loan on the 180th day=$5,819.444444+$129.320988-$3,500

balance of the loan on the 180th day=$2,448.765432

The final payment would be the balance as of the 180th day plus the interest for the last 60 days(180th-240th)

final interest=$2,448.765432*10%*60/360

final interest =$40.812757

Final payment=$2,448.765432+$40.812757

Final payment=$2,489.58

Total interest=$319.444444+$129.320988+$40.812757

Total interest=$489.58

Find a further guide in the link below:

brainly.com/question/10710550

#SPJ1

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