The premium would be 5%
If a portfolio had a return of 11 the risk-free asset return was 6, and the standard deviation of the portfolios excess returns was 25 the premium would be 5%
Portfolio return = 11%
Risk free rate = 6%
Risk premium = Portfolio return - Risk free rate
= 11% - 6% =5%
So, the premium would be 5%
Premium is an amount paid periodically to the insurer by means of the insured for overlaying his chance.
Learn more about premium here- https://economictimes.indiatimes.com/definition/premium
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Answer: The expected loss is $2.3
Explanation:
Total number of tickets to be sold = 100 tickets
one $450 prize, the expected gain = 450 x (1/100) = $4.5
two $110 prizes, the expected gain = 110 x (2/100) = $2.2
four $25 prizes. the expected gain = 25 x (4/100) = $1
Expected gain (loss) = Total expected gain - Cost of the ticket
= (4.5 + 2.2 + 1 ) - 10
= (2.3)
The expected loss is $2.3
Answer:
No, there is no contract between the two parties because of withdrawal of offer (Revocation) before the acceptance of the other party.
Explanation:
When one party offers another party and after some time the offer maker withdraws the offer by communicating that they had revoked then the offer is no more available to the other party and is often termed as Revocation. So when the offer maker revokes before the acceptance of the offer by the other party then their is no offer at consideration to the other party, which means if there is no offer then their can not be an acceptance of an offer and of course when there is no acceptance then there is no contract.
The communication of revocation was held before the acceptance of the offer of the other party which agains says that the contract was not actually formed.
Answer:
$577 Unfavorable
Explanation:
The calculation of spending variance for dye costs is shown below:-
Spending variance for dye cost = (Standard rate - Actual variable) × Actual units
= ($0.67 - $13,910 ÷ 19,900) × 19,900
= (0.67 - 0.69899) × 19,900
= $577 Unfavorable
Therefore for computing the spending variance for dye costs we simply applied the above formula.
