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Maksim231197 [3]
4 years ago
9

Australia. Inc. had a $140,000 beginning balance in Accounts Receivable and a $5,000 credit balance in the Allowance for Doubtfu

l Accounts. During the year, credit sales were $800,000 and customers' accounts collected were $810,000. Also, $4,000 in worthless accounts were written off. An aging of the accounts indicates that 5% of the end-of-the-year Accounts Receivable balance is doubtful for collection. What amount of Bad Debts Expense should be provided at year-end?
(A) $6,300
(B) $7,300
(C) $7,600
(D) $5,300
Business
1 answer:
irina [24]4 years ago
7 0

Answer:

(D) $5,300

Explanation:

During the year, credit sales were $800,000 => Accounts Receivable increased $800,000

Customers' accounts collected were $810,000=> Accounts Receivable decreased $810,000

The company wrote off $4,000 in worthless accounts => Accounts Receivable decreased $4,000 and the Allowance for Doubtful Accounts decreased $4,000

At the end of the year, before adjusting, the balance of

Accounts Receivable = $140,000+$800,000-$810,000-$4,000 = $126,000

Allowance for Doubtful Accounts = $5,000-$4,000 = $1,000

Bad Debts were estimated: 5% x $126,000 = $6,300

Bad Debts Expense should be provided: $6,300-$1,000 = $5,300

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The Southern Corporation manufactures a single product and has the following cost structure: Variable costs per unit: Production
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Answer:

See below

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The computation of carrying value on the balance sheet of the ending inventory of finished goods under variable costing is seen below;

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= $20 × (6,020 units - $5,920)

= $20 × 100 units

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When it comes to distribution what is the least expensive route when getting the product from the manufacture or farmer to the u
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<h2>Direct distribution is one of the least expensive route to access customer directly</h2>

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4 years ago
A firm offers terms of 1.8/10, net 30. a. What effective annual interest rate does the firm earn when a customer does not take t
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Answer:

a) 39.304%

b) 67.91%

c) 14.17%

Explanation:

a. Given"

Offer terms = 1.8/10

Now,

The Effective annual interest rate is given as:

= (\frac{\textup{100}}{\textup{100 - Discount rate}})^{(\frac{365}{total period - discount period})}-1

on substituting the respective values, we get

= (\frac{\textup{100}}{\textup{100 - 1.8}})^{\frac{365}{(30 - 10)}}-1

= 0.39304

or

= 39.304%

similarly,

b. for 2.8/10 net 30

Effective annual interest rate = (\frac{\textup{100}}{\textup{100 - 2.8}})^{(\frac{365}{(30 - 10)})}-1

= 0.6791

or

= 67.91%

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Effective annual interest rate = (\frac{\textup{100}}{\textup{100 - 1.8}})^{(\frac{365}{(60 - 10)})}-1

= 0.1417

or

= 14.17%

8 0
4 years ago
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