Answer:
The Journal entries with their narration is given below:-
Explanation:
The Journal entry is shown below:-
1. Account receivables Dr, $22,200
To Sales $22,200
(Being sales is recorded)
2. Cash Dr, $6,048
Service charge expense Dr, $252
($6,300 × 4%)
To Sales $6,300
(Being credit card sales is recorded)
3. Cash Dr, $11,600
To accounts receivable $11,600
(Being cash is recorded)
4. Accounts receivable Dr, $364
($22,000 - $11,600) × 3.5%
To Interest revenue $364
(Being finance charges is recorded)
The answer to this question is <span> B) the classical economists.
Classical economist based their assumptions on the view that market will always find a way to regulate itself without any external intervention.
In reality, many private establishments often exert their power to control a specific resource in the market in order to rake in more profit (such as what monopolist do)</span>
Answer:
A. The time line will have a $500 cash flow for Years 1-5 and a $700 cash flow for Years 6 - 10.
Explanation:
A timeline orders events chronologically. Here, the timeline would list cash flows in the order in which they occur.
Please check the attached image for an image of the timeline.
I hope my answer helps you
Answer:
29.71 per machine-hour
Explanation:
Buker corporation has an estimated machine hours of 74,000
The estimated variable manufacturing overhead is 7.67 per-machine hour
The estimated total fixed manufacturing overhead is $1,630,960
The first step is to calculate the estimated overhead cost
= (74,000×7.67) + $1,630,960
= 567,580 + $1,630,960
= $2,198,540
Therefore, the predetermined overhead rate can be calculated as follows
Predetermined Overhead rate= Estimated manufacturing overhead cost/Estimated machine hours allocated
= $2,198,540/74,000
= 29.71 per machine-hour
Hence predetermined overhead rate for the recently completed year was closest to 29.71 per machine-hour
Answer: 17.22%
Explanation:
Effective interest rate is calculated by the formula:
= (1 + APR / Number of compounding periods) ^ Number of compounding periods - 1
Number of compounding periods = 12 months in the year
= (1 + 0.1599/12)¹² - 1
= 0.172155
= 17.22%