The Beverage Act is the Answer
)
Answer:
7.98%
8.61%
Explanation:
wj = [(0.172)² - 0.50x0.522x0.172)/((0.522)²+(0.172)²-2x0.50x0.522x0.172]
= - 0.07211
Expected returns
= (-0.07211)x 0.112+(1-(-0.07211))x0.082
= 7.98367%
Standard deviation
=√((-0.07211)x(0.522²+((1-(-0.07211))x0.172)²+2x(-0.07211)x(1-(-0.07211))x0.522x0.172x0.5)
This gives us a standard deviation of
= 8.61054%
The expected return = 7.98%
The standard deviation = 8.61%
Answer:
C. $31.88 is the correct answer.
Explanation:
Full question attached:
Answer attached
Answer and Explanation:
ES= earliest start time
LS=latest start time
EF= earliest finish time
LF= latest finish time
in calculating earliest start time, we look at predecessor to the task, for example c has a predecessor of A and so ES would be after A=3.in calculating our earliest start time and latest finish time we have used the forward pass and backward pass method respectively. The forward pass method uses the latest of the predecessors earliest finish in calculating ES while the backward pass method uses the earliest of the successors latest start(LS)in calculating latest finish(LF)
EF=ES+time
LS=LF-time
slack=LF-EF
The Critical path is ADEG identified by zero slacks
project duration is equal to duration of critical path equal to 15
Answer:
D. a low-load variable annuity separate account with a growth objective
Explanation:
The customer plans to retire in 20 years, and even though his earnings are relatively high, his assets and net value are not. Before his father died, he only had $10,000 to invest, so he cannot afford to take high risks.
A low load investment is one whose managers charge low management fees. A variable annuity is a type of investment that yields a variable return depending on how the investment portfolio performs. In order to be able to have a larger future return, the growth objective would be to have a portfolio that grows, and not necessarily yields annual returns, e.g. zero coupon securities or stocks that pay low dividends or even no dividends at all but have a higher growth rate.
