The adjusting entry required for unearned rent on December 31, 20Y1 is: Debit Unearned rental revenue $16,296;Credit Rental revenue $16,296.
<h3 /><h3>Unearned rent</h3>
Based on the information given the appropriate adjusting entry required for unearned rent on December 31, 20Y1 is:
31 December
Debit Unearned rental revenue $16,296
Credit Rental revenue $16,296
($39,110×5/12)
(To record unearned rent)
Inconclusion the adjusting entry required for unearned rent on December 31, 20Y1 is: Debit Unearned rental revenue $16,296;Credit Rental revenue $16,296.
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Since this is a noninterest-bearing note, or a zero-interest-bearing note payable, what's entered into the 6/30/2018 balance sheet is the Future Value of the equipment. The future value, or the face value, is the amount that Frasquita is obligated to pay on 4/30/2019.
This means that $550000 is the amount recorded as a Notes Payable in the 6/30/2018 balance sheet.
<span>The above process is known as Peer Review. This Process is used by most of the scientific journals.Peer review process are to help keep up norms and guarantee that the detailing of research work is as honest and very precise and accurate also.The result of the peer review process the authors want to add the number of subjects and results.</span>
<span>Answer: Sheet1:Sheet4
Explanation:
The symbol : is used in Excel to refer to the range. So Sheet1: Sheet4 denotes,
FROM sheet1 TO sheet4 of the workbook.</span>
Answer:
Option (a) is correct.
Explanation:
Given that,
Variable cost per rented = $20
Average price charged per night for the room = $100
Fixed cost = $100,000
Target profit = $20,000
Contribution margin per room = Average price - Variable cost
= $100 - $20
= $80
Now, we need to determine the number of rooms rented out by dividing the sum total of fixed cost and target profit by the contribution margin per room.
Therefore, the number of rooms will be rented out is calculated as follows;
= (Fixed cost + Target profit) ÷ Contribution margin per room
= ($100,000 + $20,000) ÷ $80
= $120,000 ÷ $80
= 1,500