Answer:
NPV= $4,079.63
Explanation:
Giving the following information:
Initial cost= -$20,000
Rate of return= 10%
<u>To calculate the net present value, we need to use the following formula:</u>
NPV= -Io + ∑[Cf/(1+i)^n]
<u>First, we need to discount the cash flows:</u>
PV= Cfn / (1+i)^n
Cf1= 5,000/1.1= 4,545.45
Cf2= 10,000/1.1^2= 8,264.46
Cf3= 15,000/1.1^3= 11,269.72
Total PV= $24,079.63
Now, the NPV:
NPV= -20,000 + 24,079.63
NPV= $4,079.63
Answer: -($0.5025) million
Explanation:
As depreciation is expected to increase this year by $0.670 million.
Therefore,
Expenses will increase and will result in decrease in income before tax by $0.670 million.
Additional tax saving on increase in depreciation = $0.67 × 25%
= $0.1675 million
Hence,
Total change in net income = -($0.67) + $0.1675
= -($0.5025) million
<span>You've just created and e-mailed the financial statements to your boss. What is the next step you should do in accounting cycle? Close out the revenue and expense accounts. After the financial statements are prepared all nominal accounts which include the revenue and expenses, should be closed out to zero. This allows for the accounts to be at an even start for the next accounting cycle.
</span>
Answer: 9.04%
Explanation:
1 year rate today = 5% = 0.05
2 years rate today = 7% = 0.07
Maturity of longer bond = 2
The ending return if the 2 years bond are bought will be thesame as the needed return on series of a year bond which will be 1.1449
The market's forecast for 1-year rates 1 year from now will be calculated as:
= 1.05(1+X) = 1.1449
1.05 + 1.05X = 1.1449
1.05X = 1.1449 - 1.05
1.05X = 0.0949
X = 0.0949/1.05
X = 0.090381
X = 9.04%