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.
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The regulatory cycle provides an opportunity for self-regulation during the latency stage. The statement is False.
<h3>What is the latency stage?</h3>
The latency stage will last for six years until puberty. This is referred to as the fourth stage of psychosexual development. No additional psychosexual growth happens at this stage since the desire is inactive.
A phase of discovery during which the reproductive energy is restricted or inactive is known as the latent period. This power is still there, but it has been transferred to other activities like learning and networking and plays a crucial role.
Therefore, the statement is False.
Learn more about the latency stage, here:
brainly.com/question/4123860
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Answer:
Answer is C
Explanation:
He will not be eligible for any disability income because his disability ended before the elimination period ended.
Answer:
$36,000
Explanation:
Given that,
Book value of the equipment given up = $40,000
Fair value of the equipment given up = $27,000
Cash paid = $9,000
Hence,
Value of pickup trucks:
= Fair value of the equipment given up + Cash paid
= $27,000 + $9,000
= $36,000
Therefore, the amount of $6,000 will Calaveras value the pickup trucks.