Answer:
INCOME STATEMENT
Net sales $710
Cost of goods sold ($585)
Selling, gen & admin expenses ($39
)
Depreciation <u> ($13) </u>
EBIT $73
Interest expense <u> ($26
)</u>
Taxable income $47
Taxes <u> ($16
) </u>
Net income <u> $31 </u>
Balance Sheet
Property, plant, and equipment $525
Less accumulated depreciation <u>($121)</u>
Net fixed assets $404
Inventories $51
Cash $16
Receivables <u>$40
</u>
Total current assets <u>$107 </u>
Total Assets <u>$511</u>
Shareholders’ equity $94
Long-term debt $355
Payable $36
Debt due for repayment <u>$26
</u>
Total current liabilities <u>$62</u>
Total liabilities <u> $417 </u>
Total liabilities & shareholders’ equity <u>$511</u>
Explanation:
Sales and Expenses balances are included in Income statement. Assets, Equity and Liabilities balances are included in the balance sheet.
B. The number of days’ sales in receivables is calculated as average accounts receivable divided by average daily sales
When a shortage exists in a competitive market, the price provides incentives for Buyers to decrease the quantity of a good or service purchased to the market.
More about shortage:
In terms of economics, a shortage occurs when there is a discrepancy between the amount supplied and the quantity sought at the going rate.
Three factors primarily contribute to shortages: rising demand, falling supply, and government action. The term "scarcity" ought not to be confused with "shortage" as it is used in economics.
Command economies experience higher shortages. Here, the government refuses to let the forces of supply and demand determine the price of a good or service on the open market.
Learn more about shortage here:
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Answer:
$3,438,289
Explanation:
First we need to calculate the future value of investment after 10 years.
A fix payment for indefinite period of time is a perpetuity payment. It will be value using perpetuity formula
Value of investment after 10 years = Yearly cash flow / interest rate
Value of investment after 10 years = $230,000 / 4.5% = $5,111,111
Now we need to discount this value to calculate the amount of deposit required today.
Present value = Future value x ( 1 + r )^-n
Today's value = $5,111,111 x ( 1 + 4.5% )^-9 = $3,438,289
