Answer:
Please see explanation
Explanation:
To answer the given question, first we will calculate the theoretical future price which shall be determined using continuous compounding formula as follows:
Theoretical future price=400*e^(10%-4%)*4/12
=$408.08
The actual future price of a contract deliverable in 4 months is only $405 which means that the index future price is too low in relation to the index.
The suitable arbitrage strategy shall be:
1. to purchase the future contracts
2.Short sale the shares which are underlying the index
When the government lowers income taxes, consumption is Stimulated, causing a <span>rightward shift of the AD curve.
By lowering income taxes, the government will ensure an increase in average disposable income (part of the income that could be used to buy things). This will stimulate consumption and rightward movement in the Curve.</span>
The answer is 9.35%.
The required rate of return (RRR) is the minimal return an investor would accept for owning a company's shares in exchange for a certain amount of risk. In corporate finance, the RRR is used to assess the profitability of proposed investment projects.
The RRR is a subjective minimal rate of return; this implies that a retiree will have a lower risk tolerance and hence accept a lesser return than a fresh college graduate with a larger stomach for risk.
Required return=(D1/Current price)+Growth rate
=(1.87/37)+0.043
=0.0505405405+0.043
=9.35% (Approx)
Hence, the required rate of return is 9.35%.
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Answer:
Project Alpha 81
Project Beta 81
Project Gamma 83
Project Delta 81
Among the four projects the most likely candidates to be implemented will
be Project Gamma .
Explanation:
Screening Model
1.Calculation for Project Alpha
Important Weight×Weight Score = Weighted Score
Quality 5 × 1 =5
Cost 3 ×7 =21
Speed 7 ×5 =35
Visibility 5 ×3= 15
Reliability 1× 5 =5
Total Score =81
2.Important Weight ×Weight Score = Weighted Score
Calculation for Project Beta
Quality 5 × 3 =15
Cost 3 ×7 =21
Speed 7× 5 =35
Visibility 5×1 =5
Reliability 1 ×5 =5
Total Score =81
3.Important Weight ×Weight Score = Weighted Score
Calculation for Project Gamma
Quality 5 ×3 =15
Cost 3 ×5 =15
Speed 7× 3= 21
Visibility 5×5 =25
Reliability 1×7 =7
Total Score=83
4.Important Weight ×Weight Score = Weighted Score
Calculation for project Delta
Quality 5 ×5 =25
Cost 3 ×3 =9
Speed 7× 5 =35
Visibility 5×1 =5
Reliability 1 ×7 =7
Total Score =81
Therefore among the four projects the most likely candidates to be implemented will
be Project Gamma because it has the highest
score with a score of 83.
