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STatiana [176]
3 years ago
7

In 2019, Sheffield sold 1000 units at $500 each, and earned net income of $40000. Variable expenses were $400 per unit, and fixe

d expenses were $110000. The same selling price is expected for 2020. Sheffield’s variable cost per unit will rise by 10% in 2020 due to increasing material costs, so they are tentatively planning to cut fixed costs by $10000. How many units must Sheffield sell in 2020 to maintain the same income level as 2019?
a. 2333
b. 1556
c. 1000
d. 1167
Business
1 answer:
Feliz [49]3 years ago
5 0

Answer:

correct option is a. 2333

Explanation:

solution

we know here Expected Variable Cost per unit is  

Expected Variable Cost per unit= $400 + ($400 × 10%)

Expected Variable Cost per unit = $440

Expected Fixed Cost = $110,000 - $10,000

Expected Fixed Cost = $100,000

Selling Price = $500 per unit

so

we consider number of units to be sold to earn Net Income of $40,000 will be  X Units

so equation will be

Net Income = Sales - Variable Expenses - Fixed Cost     ..................1

put here value we get

$40,000 = ($500 × X) - ($440 × X) - $100,000

X = 2333.33

X = 2333 units

so correct option is a. 2333

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Explanation:

Basing on accounting equation:

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Liabilities = Total asset - Owner's (or Stockholders') Equity

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Two accountants for the firm of Elwes and Wright are arguing about the merits of presenting an income statement in a multiple-st
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Answer:

MULTI-STEP

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Net Sales          88,520.00

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Rent revenue            17,678.00

Interest expense  (2,308.00)

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Earning Before Taxes  23,050.00  

Income Tax  (9,518.00)

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Shares 40,550

EPS  0.33  

ONE-STEP

Sales Revenue   96,948.00

Sales commissiones<u> (8,428.00)  </u>

Net Sales            88,520.00

COGS                  <u>  (61,018.00)  </u>

Gross Profit            27,502.00

Rent Revenue    17,678.00

Depreciation           (11,336.00)

Delivery Expense     (3,138.00)

Salaries expense    (5,348.00)

Interest expense <u>   (2,308.00)   </u>

EBT                     23,050.00  

Income Tax        <u>     (9,518.00)   </u>

Net Income            13,532.00  

Explanation:

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