Answer:
$77,000
Explanation:
Data provided as per the question below:-
Proceeds from sale of common stock = $153,000
Cash dividends paid = $76,000
The computation of net cash from financing activities is given below:-
Cash inflow from Financing Activities = Proceeds from sale of common stock - Cash dividends paid
= $153,000 - $76,000
= $77,000
Therefore for computing the net cash from financing activities we simply applied the above formula.
Answer: utilitarian
Explanation:
Utilitarianism: this is one of the oldest, best known and most influential moral theories.
Like other forms of moral theories, its core principles is that whether an action is morally right or wrong depends on the final outcome or effects of such actions.
To be more specific, the only effects of actions that are relevant here are the good and bad results that they produce that such action produces nothing else matters.
Answer:
$27,000
Explanation:
Allowance for doubtful accounts before adjustment $15,000
Allowance provided for the month;
$800,000*1.5% $12,000
Closing balance for Doubtful Accounts $27,000
The allowance for doubtful accounts is provided on net sales basis therefore sales are multiplied with % of bad debt allowance given in question.
Answer:
True
Explanation:
<em>Equivalent units are notional whole units which represent incomplete work and are used to apportion cost between work progress and completed work. These units are determined as follows:
</em>
Equivalent units = Degree of work done(%) × units of inventory
Equivalent units
<em>Direct material:</em>
Balance of work = 100-80 = 20%
Equivalent of work to be added = 20% × 40,000 = 8,000
<em>Labour</em>
Balance of work = 100-50= 50%
Equivalent of work to be added =50% × 40,000 = 20,000 units
<em>Equivalent of work to be added(units)</em>
Material 8000
Labour 20,000
Answer:
$21,796.14
Explanation:
Use the Time Value of Money techniques to calculate the amount of each installment (PMT)
PV = $250,000
i = 6 %
n = 20
P/yr = 1
FV = $0
PMT = ?
Using a Financial calculator to input the values as above, each annual instalment/payment will be $21,796.14.
