Answer:
The project A has a smaller IRR, and the project B is more attractive
Explanation:
Solution
Solve for Project A:
Now,
Let assume that the IRR be x
Hence,
The Present Value of Outflows of Cash Outflows= The Present Value of Inflows of Cash
Thus,
2000 =500/(1.0x) +500/ (1.0x)^2 +1200/(1.0x)^3
Or we say x= 4.223%
Therefore the IRR is 4.223%
For project B:
Let assume that the IRR be y.
Thus,
The Present Value of Outflow of Cash = The Present Value of Inflow of Cash
so,
2000 =600/(1.0y) + 600/ (1.0y)^2 + 1000/(1.0y)^3
Or we say, y= 4.498%
Therefore the IRR is 4.498%
Answer:
Please see journal entries below
Explanation:
The entries below are made in the books of Farmland Corporation, the issuer of the bond.
Upon redemption, journal entries would be as follows.
Debit: Bond Account $396,000 (cash paid to bond investors)
Credit: Cash/Bank Account $396,000 (cash paid to bond investors)
Debit: Profit/Loss Account $8,000 (premium paid over carrying value of bond, calculated below: )
Credit: Bond Account $8,000 (premium paid over carrying value)
Premium over carrying value is calculated as follows:
Redemption value - carrying value
= 
=
= $396,000 - $388,000
= $8,000
Answer:
Portfolio beta = 0.904
Explanation:
<em>The portfolio beta is the weighted average of all the beta associated with each of the different stock making up the portfolio. The betas are weighted using the probability associated with each of the stock. </em>
Portfolio beta = WaRa + Wb+Rb + Wn+Rn
W- weight of the beta, R- Stock beta -
W- Probability of the beta, R- stock beta
Note that the sum of the probability of different outcomes should equal to one. Hence, the probability of economy being normal is
Portfolio beta = (0.4 × 1.24) + (0.15 × 1.49) + ( 0.45 ×0.41) =0.904
Portfolio beta = 0.904
Answer:
You have to pay once a month
Explanation:
It depends what they're asking. Either you might have to pay at the beginning of the month, or at the end of the month. If you don't pay in time, you have to pay an extra fee.
Primary Care Memberships. Some medical practices and independent primary care physicians offer services for a flat monthly fee, rather like a gym membership. ...
Medical Cost Sharing Programs. ...
Health Savings Accounts. ...
Medical Services Discount Cards. ...
High-Deductible Policies.