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Keith_Richards [23]
3 years ago
6

A company uses the percent of sales method to determine its bad debts expense. At the end of the current year, the company's una

djusted trial balance reported the following selected amounts: Accounts receivable $ 352,000 debit Allowance for uncollectible accounts 630 debit Net Sales 797,000 credit All sales are made on credit. Based on past experience, the company estimates that 0.5% of net credit sales are uncollectible. What amount should be debited to Bad Debts Expense when the year-end adjusting entry is prepared?
Business
1 answer:
wlad13 [49]3 years ago
5 0

Answer:

$3,355

Explanation:

Accounts receivables = $ 352,000

Debit Allowance for uncollectible accounts = 630

Net Sales = $797,000

The company estimates that 0.5% of net credit sales are uncollectible

Estimates of uncollectible receivables

= 0.5% × $797,000

=$3985

This is the total amount to be recognized at the end of the year as Bad Debts Expense. Since a debit of $630 has been recognized already, additional debit required

= 3985 - 630

= $3,355

The amount to be debited to Bad Debts Expense when the year-end adjusting entry is prepared is $3,355.

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Answer:

The value of the stock is $2.558

Explanation:

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First Calculate each year's Dividend

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Expected Dividend = Current Dividend x ( 1 + Growth rate )^n

Year ______ Working _________ Dividend

1 ______ $0.20 x ( 1 + 16% )^1 ____ $0.232

2______ $0.20 x ( 1 + 16% )^2 ____ $0.269

3______ $0.20 x ( 1 + 16% )^3 ____ $0.312

4______ $0.20 x ( 1 + 16% )^4 ____ $0.362

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Now calculate the present value of each year's dividend using following formula

PV = Dividend / ( 1 + required rate of return )^numbers of years

Year _____ Working ______________________ PRESENT VALUES

1 ______ $0.232 / ( 1 + 15.5% )^1 _____________ $0.201

2______ $0.269 / ( 1 + 15.5% )^2 _____________$0.202

3______ $0.312 / ( 1 + 15.5% )^3 _____________ $0.203

4______ $0.362 / ( 1 + 15.5% )^4 _____________$0.203

5______$0.375 / (15.5% - 3.5% ) ) / ( 1 + 15.5% ) __$1.749

Now calculate the sum of present value of all the dividends

Value of stock = $0.201 + $0.202 + $0.203 + $0.203 + $1.755

Value of stock = $2.558

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