Answer:
$2,253.35
Explanation:
external financing needed = EFN = [(total assets/total sales) x ($ Δ sales)] - [(total current liabilities/total sales) x ($ Δ sales)] - [profit margin x forecasted sales in $ x (1 - dividend payout ratio)]
total assets = $48,900
total sales = $42,700
$ Δ sales = $5,978
current liabilities = $3,650
profit margin = net income / sales = 0.129
forecasted sales = $48,678
dividends payout ratio = dividends / net income = 0.35
EFN = [($48,900/$42,700) x ($5,978)] - [($3,650/$42,700) x ($5,978)] - [0.129 x $48,678 x (1 - 0.35)]
EFN = $6,846 - $511 - $4,081.65 = $2,253.35
Answer:
b. decreases retained earnings but does not change total stockholders' equity.
Explanation:
<u>a. </u>increases common stock outstanding and increases total stockholders' equity.
<u>FALSE: </u>The Equity does not change as the Retained Earnings are used to issue the Shares, so no change in the total Stockholders Equity
<u>d. </u>increases retained earnings and increase total stockholders' equity.
<u>FALSE: </u>The retained earnings are debited thus, decrease when declaring dividends
<u>c.</u> may increase or decrease paid-in capital above par but do not change total
stockholders' equity.
<u>FALSE: </u>paid in will increase or not be used, as the shares will have a minimum value for the company of his face value.
<u>b. TRUE</u> RE decrease as from there comes to the funds. The total SE does not change it change his composition.
Customer feedback and Strategic Themes are two inputs to the solution vision.
A high-level architectural plan that addresses present company needs is a solution vision. These requirements include the architectural layer changes. As modifications in architecture are never the intended goal alone, it always has business benefit.
The Vision provides a summary of the developed Solution's potential future state. It reflects the features and capabilities that have been offered to address the needs of customers and stakeholders.
Learn more about solution vision here
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Answer: $135
Explanation:
First find the future value of the proceeds.
= 10,000 * (1 + 5%)⁷
= $14,071
The monthly payments are equal so X is an annuity and as the payment is made immediately, this is an Annuity due.
Convert the interest rate into monthly figure:
= 3%/12
= 0.25%
Present value of annuity = Annuity * (( 1 - (1 + r)^-n ) / r) * (1 + r)
14,071 = Annuity * ((1 - (1 + 0.25%) ⁻¹²⁰) / 0.25%) * (1 + 0.25%)
14,071 = Annuity * 103.82
Annuity = 14,071 / 103.82
= $135.53
= $135