Answer:
can be effectively eliminated by portfolio diversification.
Explanation:
The systematic risk is the risk where the loss is associated with the entire market while on the other hand, the unsystematic risk is the risk in which the loss is associated with the particular segment
Therefore according to the given options, the unsystematic risk is the risk that is eliminated by diversifying the portfolio i.e investing the amount in different companies rather investing in one company
Answer:
C) $27.75
Explanation:
Earnings:
2.00 x 20% = 0.4 (2.00 + 0.40 = 2.40)
2.40 x 20% = 0.48 (2.40 + 0.48 = 2.88)
2.88 x 20% = 0.576 (2.88 + 0.576 = 3.456)
3.46 x 10% = 0.346 (3.46 + 0.346 = 3.806)
3.80 x 10% = 0.38 (3.80 + 0.38 = 4.18)
Dividends:
3.46 x 50% = 1.73
3.80 x 50 % = 1.90
4.18 x 75% = 3.135 ( 50% + 25% = 75%)
P0 = 1.73/[(1.12)^4] + 1.90/[(1.12)^5] + (3.14/(0.12 - 0.05))/1.125
= 27.63
Therefore, If Bean's equity cost of capital is 12%, then the price of a share of Bean's stock is closest to $27.75
Answer:
$245.09
Explanation:
A service contract for a video projection system costs $90 a year. You expect to use the system for three years.
Instead of buying the service contract, the future value of these annual amounts after three years if you earn 5 percent on your savings will be:
PV
Ordinary Annuity
=C×[ ((1−(1+i) ^−n
) / i ]
where
n = number of years = 3
i = interest rate = 5%
Present Value of the annuity = 90 x [ ((1 - (1+0.05)^-3) / 0.05] = $245.09
Answer:
$400 .Since inventory is valued at cost or market value(current replacement cost) whichever is lower .
Therefore value of inventory : $400*8=$3200
Explanation:
Answer:
The future value of a 18-year annuity of $2,000 per period where payments come at the beginning of each period is $59,078.
Explanation:
We apply the formula to calculate future value of annuity to find the future value of 18-year annuity as at the beginning of year 18 ( because payment comes at the beginning of the year):
2,000/5% x (1.05^18 -1) = $56,264.77.
We further compound the future value of 18-year annuity as at the beginning of year 18 for one period to come up with the future value of this annuity as at the end of 18 year time:
56,264.77 x 1.05 = $59,078.
So, the answer is $59,078.
