Answer: Option D
Explanation: Internal rate of return ,denoted as IRR, is the rate at which the net present value of a capital investment is zero. It is the rate at which the cash flows of the investment are discounted back to calculate the present value.
While, required rate of return is that return which an investor expects to achieve over time from a capital project.
Thus, one would only select a capital project only if the NPV of a project is positive which can only happen when the return on investment, that is, IRR, is greater than cost of capital, that is, required rate of return.
Answer:
The current stock price is $13.60
Explanation:
D1 = $0.53
D2 = $0.58
D3 = $0.73
D4 = $1.03
Growth rate, g = 3.60%
Required return, r = 10.00%
D5 = D4 * (1 + g)
D5 = $1.03 * 1.036
D5 = $1.06708
P4 = D5 / (r - g)
P4 = $1.06708 / (0.10 - 0.036)
P4 = $16.673125
P0 = $0.53/1.10 + $0.58/1.10^2 + $0.73/1.10^3 + $1.03/1.10^4 + $16.673125/1.10^4
P0 = $13.60
So, current stock price is $13.60
Answer:
1. The most that the farmer would pay to rent 20 acre is $100.
2. The price of wheat rose to $6 per bushel is $900.
Explanation:
Given the information, we have:
Total cost per acre
= $35 + $80 + $70 = $185
Revenue from wheat per acre
= 40 x $5 = $200
Contribution per acre = $200 - $185 = $15
The most that the farmer would pay to rent 20 acre is
==>20 x ($15 - $10) = $100
If the price of wheat rose to $6, the most that farmer would pay
= 20 x (240 - 185 - 10)
= $900
Explanation:
According to the question , the reward - to - risk ratio for the stock A is lesser than that of the Stock B .
The beta values for both the stock is given as -
Stock A = 0.82
and ,
Stock B = 1.29 ,
From the above information , it can be implied that either stock B is under price or the stock A is overpriced, or both .
Since , in the above case the absolute sense can not be determined and only the judgement can be made .
The answer is "Amendments can be added to the bill in committee." This is because they can add some legal document to the bill and more programs to it. Programs such as building the subjects like c<span>emeteries and funerals, forests, land transfers, parks, recreation areas, and trails.</span>
