Answer:
C) 100 − 16Y
Explanation:
The computation of the marginal benefit is shown below:
The marginal functions represent the derivatives with respect to the total functions as compared to Y.
so, the marginal benefit function is MB(Y)=dB(Y) ÷ dY
d (100Y - 8Y^2} ÷ dY
= 100 -16Y
Therfeore the option c is correct
Complete Question:
Shown below is a trial balance for Novelty Toys, Inc., on December 31,after adjusting entries:
Novelty Toys, Inc.
Trial Balance December 31
Cash $7,750
Accounts Receivable $6,375
Office Equipment $11,250
Accumulated Depreciation $3,000
Accounts Payable $3,875
Capital Stock $11,250
Retained Earnings $0
Dividends $3,750
Fees Earned $22,750
Salaries Expense $8,000
Advertising Expense $1,625
Depreciation Expense <u>$2,125 </u> <u> </u>
$40,875 $40,875
The total debits in the After-Closing Trial Balance will equal:
Select one:
a. $25,375.
b. $29,125.
c. $40,875.
d. $18,125.
Answer:
$25,375
Explanation:
The After-Closing Trial Balance is prepared once the closing entries are posted. This results in closing of expense and income accounts for the year and the resulting balance taken forward to retained earnings. This means that After-Closing Trial Balance would contain only permanent general accounts which are balance sheet items. In the given scenario, the balance sheet debit balances are as under:
Cash $7,750
Accounts Receivable $6,375
Office Equipment <u>$11,250 </u>
Total Debit Balance <u>$25,375</u>
Hence the option A is correct.
Answer:
<u> Assets = Liabilities + Equity </u>
1) 15,000 0 15,000
2) 9,000 9,000 0
3) 1,200 1,200 0
4) 2,400 2,400 0
5) (12,000) 0 0
12,000 0 0
6) 3,000 0 3,000
7) (4,000) (4,000) 0
8) (2,400) (2,400) 0
9) 0 (1,200) 1,200
10) (1,000) 0 (1,000)
TOTALS 23,200 5,000 18,200
Answer:
b. $ 36,000
Explanation:
The fundamental accounting equation is
Assets = Liabilities + Stockholders Equity
Per the data provided in the question regarding changes in account balances
$ 356,000 = $108,000 + (240,000+24,000)
$ 356,000 = $ 372,000
= - ($ 14,000)
Since the data provides that a dividend payment of $ 52,000 has been made, we have to add it to our differential balance to get the income for the year.
$ - 14,000 + $ 52,000 = $ 36,000
