Answer:
The answer is stated below:
Explanation:
If the SEC and the AICPA, worked altogether in order to share the information, they might have detected the fraud prior. The case states that the Madoff Securities does not required to submit the peer review program to AICPA as Friehling, had recorded that he did not perform or conduct any audits.
Recommendation
1. The policy execution for the exchange of the information among the two firms would be useful to detect the fraud.
2. The PCAOB should spend more resources an attending the hotline of whistle blowing through executing the policies which need certain complaints to be addressed effectively.
3. The firms or company should have done more in order to verify the financial statements assertions, which surrounds the investments. The PCAOB need to execute the policy that require the companies (such as Madoff Securities) to correctly answer the inquiries of the auditor.
According to the historical cost principle, if an asset costs $50,000 when it was purchased, and the one who purchased it still owns the asset today, it will have a higher value than $50,000. If the interest rate is assumed to be 5% for 5 years, the asset will be recorded as $63,814.08.
Answer: Return on a risky security minus the risk-free rate.
Explanation:
The excess return is known to be the amount of return on a risky asset that exceeds the return that one would have received had they invested in a risk-less asset such as Treasury Bills.
If the return you received on shares was 5% and the return on riskfree assets is 2%, your excess return is 3%.
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Answer:
Note: The full question is attached as picture below
a. Let X is denoted as company’s monthly demand, P(X=x) is denoted as the probability of the company’s monthly demand.
The expected value is obtained below:
E(X) = (300*0.20) + (400*0.30) + (500*0.35) + (600*0.15)
E(X) = 60+120+175+90
E(X) = 445
b. The expected value of the monthly demand is 445. The each unit demands the revenue to generate is $70 and their cost is $50.
The gain/loss of the company = (300*(70−50)) - (145*50)
The gain/loss of the company = (300*20) - (145*50)
The gain/loss of the company = 6,000 - 7,250
The gain/loss of the company =−$1,250(Loss)
