Answer:
0.681 and better
Explanation:
The formula to compute the Sharpe measure is shown below:
Sharpe ratio = (Portfolio return − Risk-free rate) ÷ (Standard deviation of portfolio return
)
= (17.5% - 3.2%) ÷ (21%)
= 0.681
Simply we deduct the risk free return from the portfolio return and divide it by the standard deviation of portfolio return
And the market Sharpe measure would be 0.31 and ours Sharpe measure would be 0.681 which reflect the better
Answer:
Explanation:
Let the number of days per year that the company will need the equipment in order to justify its purchase b represented by x.
Based on the information given, this will then be:
1130x + 180x = 199000(A/P, 10%,10) - 65000(A/F, 10%, 10), + 32000 + 220x
1310x = 199000(0.1627) - 65000(0.0627) + 32000 + 20x
1310x - 20x = 32377.3 - 4075.5 + 32000
1290x = 60301.8
x = 60301.8/1290
x = 46.75
Therefore, the answer is 46.75 days.
Answer:
Explanation:
a) actual cost method:-
=deductions × percentage
= 345 + 205 + 85% (2800 + 275 + 180 + 1890 +3600 +4125 )
=550 + 10939.5
=11489.5 = 11490
Note :- fines are not taken.
b) automatic mileage method:-
=total number of business miles × standard rate
=32200×0.58 +345+205
=19226
Answer:
Explanation:
St deviation of stock σ = √( β² x σ₁² + σ₂² )
σ₁ = standard deviation of market = .15 and σ₂ is standard deviation of firm
Putting the values given
.30 = √ ( β² x .15² + .10² )
.09 = β² x .0225 + .01
β² x .0225 = .08
β² = 3.5555
β = 1.88