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Helen [10]
2 years ago
8

Alex Company has 10 employees, who earn a total of $1,800 in salaries each working day. They are paid on Monday for the five-day

workweek ending on the previous Friday. Assume that year ended December 31, is a Wednesday and all employees will be paid salaries for five full days on the following Monday. The adjusting entry needed on December 31 is: A. Debit Salaries Expense, $5,400; credit Salaries Payable, $5,400. B. Debit Salaries Expense, $3,600; credit Salaries Payable, $3,600. C. Debit Salaries Expense, $9,000; credit Salaries Payable, $9,000. D. Debit Salaries Payable, $5,400; credit Salaries Expense, $5,400. E. Debit Salaries Expense, $5,400; credit Cash, $5,400.
Business
1 answer:
amid [387]2 years ago
5 0

Answer:

A. Debit Salaries Expense $5,400; Credit Salaries Payable $5,400

Explanation:

In the given case per day expense of salary = $1,800

Salary is paid every Monday for preceding week of 5 days.

The year ends on 31 December that is Wednesday, which means 3 days salary Monday, Tuesday and Wednesday will be liability outstanding at year end on 31 Dec and will be paid on upcoming Monday which will fall in next year.

Therefore Salary for current year for 3 days i.e. $1,800 X 3 = $5,400 will be liability for current year.

With the rule all expenses are debited Salaries Expense will be debited with $5,400 on 31 Dec

With the rule that all liabilities have credit balance Salaries Payable will be credited as a outstanding liability with $5,400 on 31 Dec.

A. Debit Salaries Expense $5,400; Credit Salaries Payable $5,400

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Thompson Aeronautics repairs aircraft engines. The company’s Purchasing Department supports its two departments, Defense and Com
Rudik [331]

Answer:

a.  cost charge to each division using number of purchase orders as basis of allocation

total cost =  $7.7million

Total number of orders

Defense division =        9,200

Commercial division  = <u>36,800</u>

                                       <u>46,000</u>

cost per order =  $7,700,000/ 46,000

                         =   $167.74

Defense division =  $167.74*9,200 = $1,540,000

Commercial division  = $167.74 * 36,800 = $6,160,000

b. Cost charge to each division using dollar amount of purchases as basis of allocation

Total amount of purchase by the departments

Defense division =       $148,000,000

Commercial division=    <u>222,000,000</u>

                                       <u>370,000,000</u>

cost per division :

Defense division    =   <u>$148,000,000 </u>    * $7,700,000

                                     $370,000,000

                              =  $3,080,000

Commercial division =    <u>$222,000,000</u>    *   $7,700,000

                                        $370,000,000

                                   =   $4,620,000

c.  The method used in determining the price by each division does not have any impact in the selection of basis of allocating cost to each division.

Explanation:

8 0
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Rus_ich [418]

Answer:

Berlin Ltd.

1. Overhead spending variance

= $4,530 F

2. Overhead efficiency variance

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3. Overhead volume variance

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Explanation:

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Machine hours required per unit of product = 2 hours

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Expected fixed overhead =                   $250,800

Expected variable overhead =               $514,800 ($765,600 - $250,800)

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Variable overhead per machine hour = $1.95 ($514,800/264,000)

November Usage and Production:

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Standard machine hours = 23,920 (11,960 * 2)

Actual machine hours used = 24,700

Actual variable overhead for the month = $47,100

Variable overhead per machine hour = $1.90688

Standard variable overhead cost = $48,165 ($1.95 * 24,700)

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1. Overhead spending variance = Standard overhead - Actual overhead

= ($2.90 * 24,700 - ($47,100 + $20,000))

= ($71,630 - $67,100

= $4,530 F

2. Overhead efficiency variance = (standard machine hours allowed for production – actual machine hours used) × standard overhead absorption rate per hour

= (23,920 - 24,700) * $2.90

= $2,262 U

3. Overhead volume variance = (Standard machine hours - Actual machine hours) * Standard Fixed Overhead Rate

= (23,920 - 24,700) * $0.95

= $741 U

8 0
1 year ago
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