When three possibilities are equally likely and have payoffs of $3, $6, and $9. Then the expected value will be $6.
<u>What is Expected Value? </u>
Expected value refers to when you play the game it will tell you the probability or winning chance and amount to win.
Hence, in the above questions, there are equally likely possibilities.
So, in this case, the probability for each possibility is 1/3.
We can calculate the expected value (EV) as:
EV=((1/3) x $3) + ((1/3) x $6) + ((1/3) x $9)
=1 + 2 + 3
=$6
Therefore, the expected value will be $6 when three possibilities are equally likely and have payoffs of $3, $6, and $9.
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Answer:
$45.28
Explanation:
The computation of price of a forward contract is shown below:-
Cash flows Future Value Amount Amount
A $45.60 $45.6 × exponential(0.021 × 2) $47.55599
B $1.10 $1.10 × exponential(0.021 × 1) $1.123344
C $1.15 $1.15 × exponential(0.021 × 0) $1.15
So, The value of forwards contract = Amount of A - Amount of B - Amount of C
= $47.55 - $1.12334 - $1.15
= $45.28
Its probably C. The other answers are highly unlikely.
The answer in this question is B Yes because the cost of the annual premium for 10 years was less than the accident claims. The cost of the insurance benefit of transferring the risk to the insurance company outweigh the cost of the premium because of the cost of the annual premium for 10 years was less than the accident claims.
