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Answer:
Interest paid in cash in 2018 = $0
Interest recognized on the Income statement = $1,800
Liabilities recognized = $90,000
Amount paid for Principal and interest = $93,600
Interest reported on 2019 Income statement = 1800
Explanation:
Interest paid in cash in 2018 is zero because interest and principal were paid in cash on the maturity date.
Interest recognized in 2018 = 90000*0.08*3/12 = $1800
liabilities are recognized at original amount because the interest is not capitalized and no payment made thus far.
Amount paid on maturity date is 93,600 ( 90000 principal, 3600 interest)
interest reported is for three months jan - march
Answer:
Stock A will be preferable for the risk averse Investors.
Explanation:
The reason is that risk is the measure of the vulnerability of the returns on the investment made which means if the return on the investment has greater vulnerability of returns then it is highly risky. So the risk averse investor would prefer stock A with lower risk.
(Special comments:
It must be noted that the higher return shows that the investment is also highly risky because nobody is going to give you more with low risk associated investments. This means lower return on Stock B is also preferable here for the risk averse investor because it carries lower risks.)
What is the minimum monthly gross income you need to be able to afford the above and still save $100 a month set all to zero except $800-$999 medicare $100, internet $50, telephone $50. food $600.The amount paid to an employee in a month before taxes or other deductions is known as gross monthly income.
The amount is specified in both job offer letters and paychecks. Overtime, bonuses, and commissions are all possible sources of additional gross monthly income. Gross pay is related. Your gross income will also help you budget and figure out how much money you'll have to save for retirement.
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Answer:
36.35%
Explanation:
According to the scenario, computation of the given data are as follows,
Sales = $78,400
Net income = $2,400
Cost of goods sodl = $43,100
Depreciation = $6,800
So, we can calculate the EBIT value by using following formula:
= EBIT ÷ Sales
= ($78,400 - $43,100 - $6,800) ÷ ($78,400)
= $28,500 ÷ $78,400
= 36.35%
Hence, the common-size statement value of EBIT is 36.35%