Answer:
$6,450
Explanation:
The general ledger of a cash account is presented below:
Cash Account
Date Particulars Amount Date Particulars Amount
April 1 Beginning April 16 Rent expense $460
Balance $3,850
April 3 Service April 20 Salaries and
Revenue $3,400 Wages expense $340
April 30 Ending balance $6,450
The ending balance would be
= Beginning balance + service revenue - rent expense - salaries and wages expense
= $3,850 + $3,400 - $460 - $340
= $6,450
Answer:
Please see details below:
Explanation:
Sales $16.540
Salaries Expenses -$7.740
Miscellaneous Expenses -$5.820
Net Income $2.980
Dividends 2.830
Retained Earnings $150.
Balance Sheets
Assets
Cash $8.990
Accounts Receivable $16.540
Equipment $22.590
Land $45.980
TOTAL ASSETS $94.100
Liabilities
Accounts Payable $9.170
TOTAL LIABILITIES 9.170
Equity
Common Stock $84.780
Retained Earnings $ 150
TOTAL EQUITY 84.930
Answer:
C) Lease payments for office space
Explanation:
The fixed cost is the cost that remains fixed whether the production level changes or not
So as per the given choices, the option c would be selected i.e. lease payment made for office space as it would be independent with respect to the quantity generated also it would be paid even there is no production take place
Therefore the option c is correct
Answer and Explanation:
The computation of the current ratio and the acid ratio is shown below:
The current ratio is
= Current assets ÷ current liabilities
= ($96 + $88 + $176 + $12) ÷ ($86 + $29)
= $372 ÷ $115
= 3.23 times
And, the quick ratio is
= Quick assets ÷ current liabilities
= ($372 - $176) ÷ ($86 + $29)
= $196 ÷ $115
= 1.70 times
Hence, the current ratio and the acid-test ratio is 3.23 times and 1.70 times respectively
Answer: 0.9
Explanation:
The Expected Return on an investment can be calculated using the Dividend Discount Model as it is a key component in thw formula which is,
P = D1 / r - g
where,
D1 is the dividend paid next year
P is the current stock price
g is the growth rate
r is the expected return
With the given figures we have,
84 = 4.20 / r - 0.08
84 ( r - 0.08) = 4.20
r - 0.08 = 4.20/84
r = 4.20/84 + 0.08
r = 0.13
The Expected Return can be slotted into the CAPM formula to find the beta.
The CAPM formula calculates the Expected Return in the following manner,
Er = Rf + b( Rm - rF)
Where,
Er is expected return
Rf is the risk free rate
Rm is the market return
b is beta
Slotting in the figures gives,
0.13 = 0.04 + b( 0.14 - 0.04)
0.13 = 0.04 + b (0.1)
0.13 - 0.04 = 0.1b
b = 0.09/0.1
b = 0.9
Using the constant-growth DDM and the CAPM, the beta of the stock is 0.9
