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ryzh [129]
3 years ago
10

Net credit sales for the Breakeven Diner for the past year stands at $4,500. If the diner’s manager uses the percentage of sales

method of estimating bad debt and uses 1.5 percent for this purpose, the amount of bad debt for the year would be:
Business
1 answer:
Naddik [55]3 years ago
6 0

Answer:

$67.50

Explanation:

When a company makes sales on account, debit accounts receivable and credit sales. Based on assessment, some or all of the receivables may be uncollectible.  

To account for this, debit bad debit expense and credit allowance for doubtful debt. Should the debt become uncollectible (i.e go bad), debit allowance for doubtful debt and credit accounts receivable.

Using the percentage of sales method, estimated bad debt for the year

= 1.5% × $4500

= $67.50

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XYZ Company had 200,000 shares of common stock outstanding on December 31, 2020. On July 1, 2021, XYZ issued an additional 44,00
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The XYZ Company's basic earnings per share are $0.71, while the diluted earnings per share are $0.72.

Data and Calculations:

Outstanding Common stock shares on Dec. 31, 2020 = 200,000 shares

July 1, 2021, Issuance of 44,000 shares

Total outstanding common stock

January 1, 2021, Issuance of 16,000 convertible preferred stock

Par value of preferred stock = $100 per share

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Basic earnings per share = (Net income - Preferred Dividend)/244,000

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= $0.71

Convertible Preferred into Common stock = 128,000 (16,000 x 8) shares

Total shares = 372,000 (244,000 + 128,000)

Diluted earnings per share = $270,000/372,000

= $0.73

Learn more: brainly.com/question/22374514

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2 years ago
Suppose the tax rate on the first​ $10,000 income is 0​ percent; 10 percent on the next​ $20,000; 20 percent on the next​ $20,00
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  <span>Family A: marginal rate 20%, average rate 10%</span><span> 

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Family A: </span><span>
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Family B: </span><span>
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total income $100,000: this includes $10,000 at 0%, $20,000 at 10% (tax of $2,000), $20,000 at 20% (tax of $4,000), $30,000 at 30% (tax of $9,000), and $20,000 at 40% (tax of $8,000). The last rate paid is 40% so that is the marginal rate; the total tax paid is $23,000, divide that by $100,000 total income, that is the average rate.</span>
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