Answer:
7.6 percent
Explanation:
Vaughn should offer 7.6 percent on its commercial paper.
This is calculated by adding the 0.2 credit risk premium to 0.1 percent liquidity premium + 0.3 percent tax adjustment + 7 percent annualized t bills rate.
= 0.1 + 0.2 + 0.3 + 7
= 7.6
Based on this Vaughn would offer 7.6 percent on its commercial paper.
Answer:
The best batch size for this item is 400 units.
Explanation:
As given Annual demand (D)=1000 units, Carrying cost (H)=$10 per unit, set up cost (S)=$400.
As per the production order model formula will be:
\sqrt{2}D*S/H[1-d/p]} .
d for week=1000/50
=20. p per day
=40 units/7 days.
=5.71
d per day = 20/7
=2.85
Therefore on applying all these:\sqrt{}2*1000*400/10[1-2.85/5.7.
on solving this we will get 400 Units
Therefore, The best batch size for this item is 400 units.
Answer:
$73.47
Explanation:
2.87 is the current dividend paid (D0)
Use that to find dividends for the next 5 years;
D1 = D0(1+g) ; g being the growth rate
D1 = 2.87(1.08) = 3.0996
D2 = 3.0996(1.08) = 3.3476
D3 =3.3476(1.08) = 3.6154
D4 = 3.6154(1.08) = 3.9046
D5 = 3.9046(1.08) = 4.2170
Next, find terminal cashflows;
D6 (yr 2024) = 4.2170 (1.03) = 4.3435
Find Present values of all the dividends using the 8% discount rate with the formula; PV = FV/
PV(D1) = 2.87
PV(D2) = 2.87
PV(D3) = 2.87
PV(D4)= 2.87
PV(D5)= 2.87
PV of terminal value; PV(D6 onwards) = 
= 59.1223
Sum up the PVs to find value per share;
$2.87 +$2.87 +$2.87 +$2.87 +$2.87+ $59.1223 = $73.47
Answer:
The principle of the Software Engineering Code of Ethics that Morris has violated is:
the Product principle.
Explanation:
The Product principle requires that Morris' program (product and related modifications) should meet the highest professional standards. Staying within budget and rationalizing an error as minor are not requirements of the Software Engineering Code of Ethics that Morris subscribed to.
Other requirements of the code include acting in the best interest of the public, client, and employer; maintaining high product standards; integrity and independence in professional judgment; using an ethical approach; maintaining professional integrity and independence; being fair and supportive to colleagues; and ensuring participation in lifelong learning.
Answer: $40
Explanation:
First find the required return using CAPM;
Required return = Riskfree rate + beta * (Market return - riskfree rate)
= 6% + 0.5 * (13% - 6%)
= 9.5%
Then use DDM to determine intrinsic value;
= Next dividend / (Required return - growth rate)
= 5 / (9.5% - (-3%))
= $40
