Answer:
subtracting the risk-free rate of return from the market rate of return
Explanation:
Market risk premium is the premium over the risk free rate that investors demand for holding a risky asset
Market risk premium = market rate of return - risk free rate
the higher the risk premium, the higher the return investors are demanding and the riskier the investment
for example if risk free rate is 5% , market rate of return in industry A is 10% while in industry B it is 20%
Market premium in A = 10% - 5% = 5%
Market premium in b = 20% - 5% = 15%
Answer: Effective Managers.
Explanation:
An effective manager is a manager that delivers successfully on tasks that he is in charge of and is very good in decision making. Manuel is well known for his ability to meet his objectives set and accurate decision making.
Answer:portfolio Weight of A =0.6118; portfolio Weight of B=0.3882
Explanation:
stock A Investment = Number of shares x market value
=130 x 40 = $5200
stock B investment =Number of shares x market value
110 x 30 = $3,300
Total Investments= $5200
+ $3,300 = $8,500
portfolio Weight = stock Investment / Total investment
portfolio Weight of A= 5200/ 8,500 =0.6118
portfolio Weight of B = 3,300 / 8,500 =0.3882
Answer:
With respect to this lease, for 2018 Ogleby should record interest expense of $57,058 and depreciation expense of $107,225. The right answer is c
Explanation:
According to the given data we have the following:
PV of lease=$750,578
Annual payment=$180,000
Rate of interesr=10%
The interest expense would be calculated as follows:
Interest expense = ( PV of lease - Annual payment ) * Rate of interest
Interest expense = ( $750,578 - $180,000 ) * 10%
Interest expense = $57,058
Therefore, With respect to this lease, for 2018 Ogleby should record interest expense of $57,058 and depreciation expense of $107,225.
Answer:
Price at issuance is $1,000 for both bonds.
Price of the 5 year bond after the market rate increased to 7.4% is:
PV of face value = $1,000 / (1 + 3.7%)⁸ = $747.77
PV of coupon payments = $27.50 x 6.81694 (PV annuity factor, 3.7%, 8 periods) = $187.47
Market price = $935.24
this bond's price decreased by 64.76/1,000 = 0.06476 = 6.48%
Price of the 10 year bond after the market rate increased to 7.4% is:
PV of face value = $1,000 / (1 + 3.7%)¹⁸ = $519.97
PV of coupon payments = $27.50 x 12.97365 (PV annuity factor, 3.7%, 18 periods) = $356.78
Market price = $876.75
this bond's price decreased by 123.25/1,000 = 0.12325 = 12.33%
