Answer:
The 50.30 days are required to take its credit customers to pay for their purchases.
Explanation:
For computing the average collection period, we have to use the formula of the average collection period.
Average collection period = Average accounts receivable ÷ Credit sales × total number of days in a year
= $107,900 ÷ $783,000 × 365
= 0.13780 × 365
= 50.30 days
We assume 365 days in a year
The cost of goods sold is irrelevant. Thus, it is not considered in the computation part.
Hence, 50.30 days are required to take its credit customers to pay for their purchases.
Answer: Ambush Marketing
Explanation:
The mask company is engaged in Ambush marketing in the Olympics event.
Ambush marketing is a marketing technique that businesses use to give the public an impression that they are sponsoring an event when they aren't.
Answer:
option (C) $3,000
Explanation:
Data provided:
Policy duration = 4 years
Policy amount = $12,000
Date on which premium is paid = January 1, 2013
Date on which entry is adjusted = December 31, 2015
Now,
The time passed between January 1, 2013 to December 31, 2015 = 3 years
Therefore,
Amount to be recognized as insurance exp. on December 31, 2015
= 
= 
= $9,000
Thus,
The balance in the prepaid insurance account = $12,000 - $9,000 = $3,000
Hence,
The correct answer is option (C) $3,000
Answer:
They can use credit in emergencies. A form must be filled out when someone is hired for a job to determine how much income tax will be withheld.
Explanation:
Answer:
Notes payable; $10,000
Explanation:
Given that,
Borrowing amount = $10,000
Time period = 60 day
Interest rate = 8%
On the due date of the note, avers co. paid the amount.
Therefore, this entry would be recorded by Avers with a debit to Notes payable with an amount of $10,000.
Interest amount = $10,000 × (60 ÷ 360) × 0.08
= $10,000 × 0.17 × 0.08
= $136
(Note: Assuming 360 days in a year)
Therefore, the Journal entry is as follows:
Notes payable A/c Dr. $10,000
Interest Expense A/c Dr. $136
To cash $10,136
(To record Avers pays the amount due in full)
