Answer:
Demon Deacons Corporation
Adjusted Trial Balance:
Demon Deacons Corporation is presented below.
Accounts Debit Credit
Cash $ 9,400
Accounts Receivable 14,400
Prepaid Rent 4,320
Supplies 740
Deferred Revenue $ 1,800
Salaries Payable 700
Common Stock 11,000
Retained Earnings 5,400
Service Revenue 47,480
Salaries Expense 32,700
Rent Expense 2,160
Supplies Expense 2,660
$ 66,380 $ 66,380
Explanation:
a) Data and Calculations:
The December 31, 2021, unadjusted trial balance for
Demon Deacons Corporation is presented below.
Accounts Debit Credit
Cash $ 9,400
Accounts Receivable 14,400
Prepaid Rent 6,480
Supplies 3,400
Deferred Revenue $ 2,400
Common Stock 11,000
Retained Earnings 5,400
Service Revenue 46,880
Salaries Expense 32,000
$ 65,680 $ 65,680
Adjustments:
DR Rent Expense $2,160 CR Prepaid Rent $2,160
DR Deferred Revenue $600 CR Service Revenue $600
DR Salaries Expense $700 CR Salaries Payable $700
DR Supplies Expense $2,660 CR Supplies $2,660
the answer is b:) because high interest rates mean increased cost for all the others since it is not a fixed cost for them
Answer:
What Is Efficiency? Efficiency signifies a peak level of performance that uses the least amount of inputs to achieve the highest amount of output.
Answer:
subsidies
Explanation:
Subsidies refer to financial aid for some specific purpose and to some specific category as decided by the government. As for the instance the government can provide subsidy in the form of house to poor people in the country.
Now here the rich people can afford their own houses and that they can pay the taxes as well which are attached to the the houses, which provide extra benefit to the poor, as the government can provide the subsidy then more efficiently.
The positive externalities increase the benefits for every citizen.
Answer:
$2722.82
Explanation:
Present value of loan = $1,000 * [(1+5%)^3 - 1]/ 5%
= $1,000 * (1.157625 - 1) / 0.05
= $1,000 * 0.157625/ 0.05
= $1,000 * 3.1525
= $3152.50
The present value of loan before bank restructuring is $3152.
Future value = Cash flow / (1+r)^n
= $3152 / (1+0.05)^3
= $3152 / (1.05)^3
= $3152 / 1.157625
= $2722.82
Therefore, the final payment required to pay to make indifferent for both payment is $2722.82