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Yuki888 [10]
3 years ago
10

A company pays each of its two office employees each Friday at the rate of $210 per day for a five-day week that begins on Monda

y. If the monthly accounting period ends on Tuesday and the employees worked on both Monday and Tuesday, the month-end adjusting entry to record the salaries earned but unpaid is: Multiple Choice Debit Salaries Expense $1,260 and credit Salaries Payable $1,260. Debit Salaries Payable $840 and credit Salaries Expense $840. Debit Unpaid Salaries $1,260 and credit Salaries Payable $1,260. Debit Salaries Expense $840 and credit Salaries Payable $840.
Business
2 answers:
marusya05 [52]3 years ago
4 0

Answer:

Correct answer is:

Debit Salaries Expense $840

Credit Salaries Payable $840

Explanation:

2 employees each paid at $ 210 per day so daily salary expense is $210*2 = $420.

The accounting period ends on Tuesday and both employees work for Monday and Tuesday so the 2 days salaries expense is $420*2= $840.

As the salaries are paid on every Friday so there is a liability on a company for the 2 days salary payable to be recorded on accounting period close date i.e Tuesday.

Triss [41]3 years ago
4 0

Answer:

Debit Salaries Expense $840

Credit Salaries Payable $840

Explanation:

The are two office employees so 2*210=$420

To record the month-end salaries of 2 employees which is due but not paid = 420*2 = $840

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Using the data set below, what would be the forecast for period 5 using the exponential smoothing method? Assume the forecast fo
elena55 [62]

Answer:

The answer is C: 14300

Note: The actual answer is 14296, <em>and </em>the closest to that was option C.

Explanation:

Formula to calculate forecast using Exponential smoothing:

  •    F_{t} = F_{t-1} + \alpha ( A_{t-1} - F_{t-1} )

Where,

  • F_{t} = New Forecast
  • F_{t-1} = Previous period's forecast.
  • \alpha = Smoothing Constant
  • A_{t-1} = Previous period's Actual Demand.
  1. Calculating the forecast for period 5:

Data:

  • F_{5} = ?
  • F_{t-1} = 14000
  • \alpha = 0.4
  • A_{t-1} = 14750

Putting <em>values in the formula:</em>

F_{5} = 14000 + 0.4(14750-14000)

F_{5} = 14000 + 0.4 (740)

F_{5} = 14000 + 296

F_{5} = 14296

4 0
3 years ago
Need help with this question asap plz
wariber [46]

The correct answer is the second one: It made it illegal to imprison people unless they were convicted of a crime.

I hope this helps.

5 0
3 years ago
Advanced Enterprises reports year−end information from 2019 as​ follows: Sales​ (160,250 units) ​$969,000 Cost of goods sold ​(6
Ilya [14]

Answer:

Cost of goods sold = $576,900

Explanation:

The budgeted cost of goods sold will be the sales volume in 2020 multiplied by cost per unit .

Sales volume in year 2020= (100-10)% ×  sales figure for 2019

                                            = 90% × 160,250=  144,225  

Cost of goods sold per unit =  cost of goods sold in 2019/Sales units in 2019

                                              = 641,000/160250=$4

Cost of goods sold =  $4× 144,225 =  $576,900

Cost of goods sold = $576,900

3 0
3 years ago
The act or acts that provides the steps for the Notice-and-Takedown procedures is ____.
Zolol [24]

Answer:

D) DMCA​

Explanation:

3 0
2 years ago
Read 2 more answers
XYZ Co. has forecasted June sales of 400 units and July sales of 700 units. The company maintains ending inventory equal to 125%
Gnesinka [82]

Answer:

775 units

Explanation:

By forecast,

June sales = 400 units

July sales = 700 units

if ending inventory equal to 125% of next month's sales

Then June's ending inventory = 125% × 700

                                                  = 875 units

May's ending inventory = 125% × 400

                                       = 500 units

Opening inventory + production - sales = closing inventory

Using the formula above, where p = production

500 + p - 400 = 875

p = 875 - 100

p = 775

Production required for June is 775 units.

7 0
3 years ago
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