Answer:
236.25
Explanation:
Calculation to determine X
First step is to calculate the 6 months Yield
6 month Yield=(40/40+20) (80/40+20) (157.60/80+80)+1)
6 month Yield=(40/60) (80/60) (157.60/160)-1
6 month Yield=5%
Second step is to calculate the Annual equivalent
Annual equivalent=(1.05)^2-1
Annual equivalent=10.25%
Third step is to calculate the 1 year yield
1 year yield=(40/50) (80/40+20) (175/80+80) (x/175+75)
1 year yield=(40/50) (80/60) (175/160) (x/250)-1
1 year yield=0.1025
Now Let calculate X
x(0.004667)=1+.1025
x(0.004667)=1.1025
x=1.1025/0.004667
x=236.25
Therefore X is 236.25
<span>Answer : Chart of accounts
Explanation:
A chart of accounts (COA) is a created list of the accounts used by an organization to define each class of items for which money or the equivalent is spent or received. It is used to organize the finances of the entity and to segregate expenditures, revenue, assets and liabilities in order to give interested parties a better understanding of the financial health of the entity.</span>
The optimal capital structure can be realized if : Debt-equity ratio selected results in the lowest possible weighted average cost of capital.
- An optimal capital structure can be regarded as best mix of debt as well as equity financing which maximizes a company's market value.
- And as well minimizing its cost of capital, it can be realized when Debt-equity ratio that is been selected, gives the lowest possible weighted average cost of capital.
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Answer:
The difference between the wages at the two jobs plus 150.00.
Explanation:
There was a contract of one year and as per Severance pay h and H has to pay this amount.
Answer:
The alternative that should be chosen assuming identical replacement is:
Alternative B.
Explanation:
a) Data and Calculations:
Alternatives:
A B
First Cost $5,000 $9,200
Uniform Annual Benefit $1,750 $1,850
Useful life, in years 4 8
Rate of return 7% 7%
Annuity factor 3.387 5.971
Present value of annuity $5,927.25 $11,046.35
Net cash flow $927.25 $1,846.35
b) Alternative B yields a higher return than Alternative A. Since the two alternatives are based on the same rate of return, Alternative B will bring in a higher annual benefit, even when discounted to the present value.