Answer:
Income Statement
Revenue $24,698
Expenses
Salaries and employee benefits $8,815
Purchased Transportation $1,203
Fuel Expense $3,228
Rental and landing fees $1,748
Depreciation Expense $925
Maintenance and repairs expense $1,573
Provision for income taxes $805
Other expense (revenue) net <u>$4,995</u>
Total Expenses <u>$23,292</u>
Net Income <u>$1,406</u>
Answer:
10%
Explanation:
Calculation to determine the yield to maturity
Using financial calculator
FV= 1,000
N=2*8= 16
PMT=$1,000(0.05)/2 =$25 semiannual
PV -$729.05
I/Y = 5% semiannual
YTM=?
Hence,
YTM=10% YTM
Therefore the yield to maturity is 10%
The utility is not maximized since the marginal utility gained from the fifth sandwich is greater.
In economics, utility refers to the entire satisfaction or benefit gained from consuming an item or service. Consumer utility maximization is commonly assumed in the economic theories based on the rational choice.
In economics, the marginal utility is the additional satisfaction (utility) that a buyer receives by purchasing an additional unit of the product or the service. It computes utility once the first product is consumed (the marginal amount).
Therefore, the utility is not maximized , from the fifth sandwich onwards the marginal utility is more.
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Answer:
$102 million and 6.25%
Explanation:
The computation is shown below:
a. For net income
As we know that
Net income = (Earning before interest and taxes - interest) × (1 - tax rate)
where,
EBIT is calculated after finding out the sales, operating cost which is given below:
Sales = $700 million × 1.20 = $840 million
And, the operating costs = 75% × $840 million = $630 million
So, the EBIT is
= $840 million - $630 million
= $210 million
Now the net income is
= ($210 million - $40 million) × (1 - 40%)
= $102 million
2. Now expected growth rate in net income is
= (Latest year Net income ÷ previous year net income) - 1
= ($102 million ÷ $96 million) -1
= 6.25%
Since dividend payout ratio is same so the growth rate in dividend should be equal to the growth rate in net income i.e 6.25%
