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Gelneren [198K]
3 years ago
11

Ramirez Company is completing the information processing cycle at its fiscal year-end on December 31. Following are the correct

balances at December 31 for the accounts both before and after the adjusting entries.
Trial Balance, December 31 of the Current Year
Before After
Adjusting Entries Adjusting Entries
Items Debit Credit Debit Credit
a. Cash $ 13,600 $ 13,600
b. Accounts receivable 430
c. Prepaid insurance 720 480
d. Equipment 169,880 169,880
e. Accumulated depreciation, $ 41,400 $ 46,700
equipment
f. Income taxes payable 1,920
g. Common stock and 110,000 110,000
additional paid-in capital
h. Retained earnings, January 1 15,680 15,680
i. Service revenue 72,500 72,930
j. Salary expense 55,380 55,380
k. Depreciation expense 5,300
l. Insurance expense 240
m. Income tax expense 1,920
$ 239,580 $ 239,580 $ 247,230 $ 247,230
Compute the amount of net income assuming that it is based on the amounts (a) before adjusting entries and (b) after adjusting entries.
Business
1 answer:
JulsSmile [24]3 years ago
7 0

Answer:

Please solution below

Explanation:

Computation of the amount of net income based on;

Adjusting entries (Amounts before)

Sales revenue.

$72,500

Less Expenses;

Depreciation exp.

Nil

Insurance expense

Nil

Salary expense

($55,380)

Income tax expense

Nil

Net income

$17,120

Adjusting entries(Amounts after)

Service revenue

$72,930

Less expenses:

Depreciation expense

($5,300)

Insurance expense

($240)

Salary expense

($55,380)

Income tax expense

($1,920)

Net income

$10,090.

•Note: The net income value of $10,090 after adjusting the entries is correct because all revenue and expenses were factored, in arriving at the figure, while the net income value of $17,120 before adjusting the entries, is incorrect due to the fact that it does not take cognizance of revenue of $430 and expenses of $7,460.

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Russell Preston delivers parts for several local auto parts stores. He charges clients $1.30 per mile driven. Russell has determ
Lapatulllka [165]

Answer:

A. Determine how many miles Russell needs to drive to break even?

break even formula = total fixed costs / contribution margin

  • total fixed costs = $1,220
  • contribution margin = $1.30 - $0.29 = $1.01

break even formula = $1,220 / $1.01 = 1,207.9 ≈ 1,208 miles

B. Assume Russell drove 2,500 miles last month. Without making any additional calculations, determine whether he earned a profit or a loss last month.

if he drove 2,500 he made a profit because it is more than the break even point.

C. Determine how many miles Russell must drive to earn $2,135.00 in profit.

($1,220 + $2,135) / $1.01 = 3,321.7 ≈ 3,322 miles

D. Prepare a contribution margin income statement assuming Russell drove 2,500 miles last month.

total revenue                         $3,250

<u>- variable costs                       ($725)</u>

contribution margin              $2,525

<u>- fixed costs                         ($1,220)</u>

net income                            $1,305

E. Use the above information to calculate Russell’s degree of operating leverage.

Degree of operating leverage = contribution margin / operating income = $2,525 / $3,250 = 0.7769 or 77.69%

8 0
3 years ago
ABC Company owns 30% of the outstanding shares of Teal Company. At the beginning of the current year, the carrying value of Teal
BabaBlast [244]

Answer:

$69,000

Explanation:

Percentage of shares owned by ABC in Teal's company = 30%

This is an example of equity method investment , and a portion of the attributable income at the end of the year is earned and added to the initial stock.

Attributable income is the remaining income after dividends have been settled.

<u>Workings</u>

The opening carrying value of the shares on ABC balance sheet = 60,000

Profit made at the end of the period = 40,000

Dividends paid = 10,000

Attributable income to share holders = 40000-10000 = 30,000

ABC portion of attributable profit = 30000*30% = 9,000

Carrying value at the end of the year = opening carrying value + portion of the attributable profit

=60000+9000=69000

6 0
3 years ago
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pickupchik [31]

Answer:

The amount of amortization expense each year is $500,000.

Explanation:

This can be calculated as follows:

Patent original cost = $3,000,000

Salvage value after 5 years = $500,000

Number of years to use before selling it = 5 years

Therefore, we have:

Annual amortization expense = (Patent original cost - Salvage value after 5 years) / Number of years to use before selling it = ($3,000,000 - $500,000) / 5 = $500,000

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What is unique about a dual-axis chart?
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Answer: B

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Answer:

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7 0
3 years ago
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