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Zepler [3.9K]
3 years ago
11

Before year-end adjusting entries, Dunn Company's account balances at December 31, 2020, for accounts receivable and the related

allowance for doubtful accounts were $1,500,000 and $90,000, respectively. An aging of accounts receivable indicated that $125,000 of the December 31 receivables are expected to be uncollectible. The accounts receivable amount expected to be collected after adjustment for bad debt expense is
A. $1,465,000
B. $1,375,000
C. $1,285,000
D. $1,410,000
Business
1 answer:
navik [9.2K]3 years ago
7 0

Answer:

Option (B) is correct.

Explanation:

Given that,

Accounts receivables = $1,500,000

Allowance for doubtful accounts = $90,000

Expected uncollectibles = $125,000

The collection of accounts receivables after the adjustment for bad debt expense is determined by deducting the expected uncollectibles from the total amount of accounts receivables.

Accounts receivable amount expected to be collected after adjustment for bad debt expense:

= Accounts receivables - Expected uncollectibles

= $1,500,000 - $125,000

= $1,375,000

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Answer:

1) NOI = $90,240

2) NOI = 29,250

3) NOI = 133,260

4) NOI = 110,190

Explanation:

<em>The question is incomplete.</em>

<em />

<em>Sales (38,000 units)      $342,000     ($9.00 per unit)</em>

<em>Variable expenses        $228,000     ($6.00 per unit)</em>

<em>Contribution margin        $114,000     ($3.00 per unit)</em>

<em>Fixed expenses                $42,000 </em>

<em>Net operating income      $72,000</em>

1. What is the revised net operating income if unit sales increase by 16%

If unit sales increase, we can calculate this with a 16% increase in the contribution margin.

NOI=CM*(1+0.16)-FE=114,000*1.16-42,000=132,240-42,000\\\\NOI=90,240

2. What is the revised net operating income if the selling price decreases by $1.50 per unit and the number of units sold increases by 25%?

A reduction of $1.50 in price means a reduction of the same amount in the contribution margin per unit (CMu), as the variable expenses stay the same .

Also, the contribution margin increases by 25%, for the increase in units sold (q).

NOI=CM_u*q-FE=(3.00-1.50)*(38,000*1.25)-42,000\\\\NOI=1.5*47,500-42,000=71,250-42,000\\\\NOI=29,250

3. What is the revised net operating income if the selling price increases by $1.50 per unit, fixed expenses increase by $6,000, and the number of units sold decreases by 6%?

The selliing price will be added to the contribution margin per unit.

The units sold are increased 6%.

NOI=CMu*q-FE=(3.00+1.50)*38,000*1.06-(42,000+6,000)\\\\NOI=4.5*40,280-48,000=181,260-48,000\\\\NOI=133,260

4. What is the revised net operating income if the selling price per unit increases by 20%, variable expenses increase by 30 cents per unit, and the number of units sold decreases by 11%?

The contribution margin per unit, with a increase in price and an increase in variable cost, becomes:

CM_u=P-VE_u=9.00*(1.20)-(6.00+0.30)=10.80-6.30=4.50

The units sold is now:

q'=(1-0.11)q=0.89q=0.89*38,000=33,820

Then, the net operating income becomes:

NOI=CM_u*q-FE=4.5*33,820-42,000=152,190-42,000\\\\NOI=110,190

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<span>The correct answer is 60%.

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Answer:

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Return on Equity = Profit Margin * Asset Turnover * Equity Multiplier               = 20% * 0.60 * 1.40  = 16.80%

B)

Debt-equity ratio = 60%

Equity Multiplier = 1 + Debt-Equity Ratio  = 1 + 0.60  = 1.60

Return on Equity = Profit Margin * Asset Turnover * Equity Multiplier  = 20% * 0.60 * 1.60 = 19.20%

As calculations provide, if debt-equity ratio increases to 60%, Return on equity will increase by 2.40% (19.20% - 16.80%)

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Suppose investor 1 and investor 2 each has $100 wealth to invest in the two risky assets and the risk-free asset, and suppose th
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Jenny likes chocolates. One​ day, a friend offers her a chocolate bar and she is extremely happy on receiving it. As the day​ pr
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In the given case, Jenny's excitement keeps on decreasing with every chocolate she receives after a certain point of time.

Hence we can conclude that the given case illustrates law of diminishing marginal utility.

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3 years ago
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