D. Strategic is the answer for this question
Answer:
Scenario 1: A risk-averse person will choose option B.
Scenario 2: A risk-averse person will choose option D.
Scenario 3: A risk-averse person will choose option F.
Explanation:
a) Data and Calculations:
Scenario 1:
Option A Winning Expected
Probability Value
50% $1,000 $500
50% 0 0
Total winning = $500
Option B Winning Expected
Probability Value
100% $500 $500
0% 0
Total winning = $500
Scenario 2:
Option C Winning Expected
Probability Value
40% $90 $36
60% 110 66
Total winning = $102
Option D Winning Expected
Probability Value
100% $90 $90
Scenario 3:
Option E Winning Expected
Probability Value
50% $0 $0
50% 100 50
Total winning = $50
Option F Winning Expected
Probability Value
50% $20 $10
50% 60 30
Total winning = $40
b) The risk-averse person tries to avoid risks at all times. Her choice of investment favors an option that has a 100% probability of winning, thereby eliminating risks in all ramifications. This is why she is never indifferent between two options as she factors in the probability of losing.
Answer:
The correct answer is letter "B": ERISA.
Explanation:
The Employee Retirement Income Security Act (<em>ERISA</em>) of 1974 is a United States federal law governing health insurance in regards f how they should be provided by employers. Through different amendments, the ERISA has given provisions under different circumstances so employees can have the coverage of health insurance for a certain period after being laid off.
The answer to the nation who is one with unstable leadership, whose policies are driven by ideology rather than by economic or human costs and benefits is the rogue nation. Also the rogue nation does not respect other nations and even the other countries in its international actions.
Answer:
b) Mm-hmm, uh-uh, uh-huh.
Explanation:
Full verbatim can be regarded as a transcript which encompass absolutely everything that is been said by the speaker, or just exactly it has been said by the speakers. In this case all the "ums"as well as "uhs" and grammatical/ vocabulary mistakes are included. Therefore, correct form(s) of affirmation for Full Verbatim is here is Mm-hmm, uh-uh, uh-huh.