If this question has the same list of choices as the ones posted before, the statement that does not accurately describe a characteristic of cash value for whole life insurance is:
"<span>Policy that accumulates cash value is less expensive than a policy that does not accumulate cash value."</span>
Answer:
P V = 1669,5
Explanation:
After seven years, future payment will be 9800$ and from there on we will have 23 annual payments more:
P V = 9800/(1+0.08)^23 = 9800/5,87 = 1669,5
Answer:
• A professional makes deliberate choices where others have choices made for them or they simply react to what comes their way.
° A professional is afforded the luxury of making deliberate choices because he has made deliberate preparations.
•A professional can make deliberate preparations because his understanding of and familiarity with the relevant (professional) landscape informs him on how to prepare. Also, like the chess master, he is trained to understand the inevitable results of hundreds of different patterns; he has disciplined himself to observe the whole board and not just the most immediate features or the area with the most tension in the game.
•A professional is seldom caught off-balance. The discipline for deliberate preparation and the understanding that comes with it allow that even when something unexpected or unfamiliar is introduced, a professional can quickly understand its basis and easily extrapolate the appropriate tactic, strategy, or process for ethically and successfully resolving issues.
•In this capacity, and most fundamentally, a professional habitually makes the right choices because all of his choices are based on the integrity provided by his moral and ethical foundation. Any choice of expedience over integrity can quite easily be recognized by anyone as the wrong choice. Here, the professional simply acknowledges what is obvious, makes the right choice, and acts deliberately (and now we're back at the start of this list).
Answer:
d) 420
Explanation:
In three-year weighted moving average with weights of 0.5, 0.3, and 0.2, the forecast can be calculated using the following formula
Forecast(This year) = 0.5*Demand(last year) + 0.3*Demand(2 years ago) + 0.2*Demand(3 years ago)
Forecast(This year) = 0.5*300 + 0.3*500 + 0.2*600
Forecast(This year) = 150 + 150 + 120
Forecast(This year) = 420
