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ruslelena [56]
3 years ago
7

A firm reported sales of $300,000 during the year and has a balance of $20,000 in its Accounts Receivable account at year-end. P

rior to adjustment, Allowance for Doubtful Accounts has a credit balance of $300. The firm estimated its losses from uncollectible accounts to be one-half of 1 percent of sales. The entry to record the estimated losses from uncollectible accounts will include a credit to Allowance for Doubtful Accounts forA) $1,200B) $1,500C) $1,800D) $3,0008.
Business
1 answer:
Lena [83]3 years ago
8 0

Answer:

A) $ 1,200

Explanation:

The firm has estimated that one half of one percent of credit sales is uncollectible.

Total credit sales                                                                              $ 300,000

Estimated uncollectible accounts                                                           0.5 %

Allowance for uncollectible accounts balance        

$ 300,000 * 0.5 %                                                                             $      1,500

Available balance in allowance for uncollectible account             <u> $       300</u>

Additional amount to be recorded in allowance account              <u> $     1,200</u>

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erik [133]

Answer:

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Explanation:

The question is to find the Future Value of saving $7,000 per year for retirement.

First step is to know the formula for the Future of Annuity in order to compute the future value of his yearly deposits.

<h2>Future Value (FV) = P * (1+r)^{n}- 1/r]</h2>

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r = rate for each period

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FV = $7,000 * (1+0.075)^{30}- 1/0.075]

= $7,000 x (8.754955-1/0.075

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= $723,795.82

The answer above shows the amount of cash flow, his current yearly savings will make available for him at the age of 65 and to be spent for the 25 years he expects to live after retirement.

Using the amount therefore, we can determine the amount he is able to spend each year as follows

PV (at the time of his retirement)= P x [1-(1+r)^{-n}/r]

Where PV= $723,795.82

P= Expected periodic spending per year after retirement

R = Rate for each period = 7.5%

n= number of years expected after retirement= 25 years

$723,795.82= P x [1-(1+0.075)^{-25}/0.075]

$723,795.82= P [(1-0.163979)/0.075]

$723,795.82= P x (0,836021 /0.075)

$723,795.82= P x 11.14695

P= $723,795.82=/11.14695

P= $64,931.21

This means Elder Brother will be able to annual spend $64,932.21 each year for 25 years after retirement.

6 0
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Answer:

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In this particular question, we are trying to see what becomes of the remaining owners of a condominium if the owner defaults on his mortgage.

To answer this question properly, we need to understand and know what is meant by a Condominium. A condominium generally refers to a a particular building or a building complex with a number of individually owned apartments.

After this definition, we can clearly see that a condominium exists independently of the other owners. This means if you own a Condominium, it practically means you’re responsible for whatever contract that defines your ownership and in no particular way have any business with the other independent owners of other units. This is so because, they have their own guiding laws to deal with. Hence, whatever happens, everyone would be made to give account on whatever part of the properties he own with absolutely no reference to the properties of the other members

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