Answer:
$12,200
Explanation:
Preparation of an income statement for the year.
PARSONS COMPANY Income Statement
For the year ended December 31,2020
Service Revenue $37,000
Expenses:
Salaries and wages $16,000
Insurance Expense $2,000
Rent Expense $4,000
Supplies Expense $1,500
Depreciation Expense $1,300
Total Expenses $24,800
Net Income $12,200
($37,000-$24,800)
Therefore income statement for the year is $12,200
Answer:
Both of these answers are the primary differences.
1.The accrual basis records revenues when services or products are delivered and records expenses when incurred.
And
2.The cash bases records revenues when cash is received and records expenses when cash is paid.
Explanation:
Under the cash basis, entries in the book of accounts are made when cash is received or paid and not when the receipt or payment has become due.
While
Under the accrual basis, however, revenues and costs are recognised in that period in which they occur rather when they are paid
Accrual basis is more generally accepted than cash basis, as it gives a truer image of enterprise performance in an accounting period.
Answer:
real estate agent who leaves a job in Texas and searches for a similar, higher paying job in California
Explanation:
Frictional unemployment occurs when Labour leaves his job in search of another one. It is the period between Labour leaves current employment and get another one.
geologist who is permanently laid off from an oil company due to a new technological advance is an example of structural unemployment
worker at a fast-food restaurant who quits work and attends college is am example of voluntary unemployment.
autoworker who is temporarily laid off because of a decline in sales is an example of cyclical unemployment.
I hope my answer helps you
Answer:
Rate = $33
Maximum Income = $5445
Explanation:
Let x be the amount of increase in rental to achieve maximum profit.
So, Rate = (30+x)
When rate increase by x, the quantity decreases by (180 -5x).
Income = (30+x) * (180 - 5x)
Income = 5400 - 150x + 180x - 5x²
Income = -5x² + 30x + 5400
The income will be maximized when derivative of Income is zero.
Taking derivative,
- dI/dx = 2 * -5x + 1 * 30x° + 0
- -10x + 30 = 0
- -10x = -30
- x = -30 / -10
- x = 3
The rate at which cars should be rented to earn maximum income is 30 + 3 = $33 per day per car.
Maximum Income will be,
Rate = 33
Quantity = 180 - 5(3) = 165 cars
Max Income = 33 * 165 = $5445
