Answer:
10.412%
Explanation:
The computation of the average cost of equity of the firm is shown below;
The Cost of equity as per CAPM is
= risk free rate + beta × (market rate - risk free rate)
= 4.2 + 1.34 × (12.8 - 4.2)
= 15.724%
Now the Cost of equity as per growth model is
= (D1 ÷ Current price) +Growth rate
= [0.45 ÷ 15] + 0.021
= 5.1%
Now the Average Cost of equity is
= (15.724 + 5.1) ÷ 2 2
= 10.412%
Answer:
(a)The implied cost of shortage per quart is = $4.75
(b) This could be viewed as reasonable figure, because is (approximately) equal to the loss per quart of strawberry.
Explanation:
Solution
Given that:
Mean =μ = 40
Standard deviation =σ = 6
Excess cost= Ce =$0.35
The amount ordered =S₀= 49
Thus
Z =(49 -40)/6
=1.5
Now
From the Table Z, we have the service level which is,
P(X <49 ) = P(Z < 1.5)
= 0.9332
Since we know that,
Service level (SL) =Cs/Cs+Ce
So,
0,9332 =Cs/Cs+0.35
Thus
0.9332Cs + 0.35* 0.9332 =Cs
0.0668Cs =0.32662
Hence
Cs = $4.75
(a) The implied cost of shortage per quart is = $4.75
(b) Therefore,this could be regarded as reasonable figure, because is (approximately) equal to the loss per quart of strawberry.
I'd take this to mean:
Having less words on a slide, and instead verbally speaking the information. This way the audience is engaged more, as they are hearing you give the information instead of you standing there awkwardly and having them read the information themselves.
Answer:
The risk premium appropriate for this security is 4%.
Explanation:
The returns vary by only half as much as the market index which means that the security half as risky as the market.
The risk-premium for the security should be half of the market risk premium.
Market risk premium is calculated by = Expected return on the market - Risk free rate
Market risk premium = 13% - 5% = 8%
The risk premium on the security would be 8% / 2 = 4%
