Qualification of the audit report.
A refusal by a lawyer to furnish information related to litigation included in the letter of inquiry is likely to result in Qualification of the audit report.
<h3>What is Qualification of the audit report?</h3>
- When the scope of the auditor's job is limited or when there is a difference of opinion with management on the application, acceptability, or sufficiency of accounting policies, the auditor's report is qualified.
- For auditors, a report must qualify an issue as material or as economically worthwhile.
<h3>What is an audit report with qualified opinion?</h3>
- An auditor's qualified opinion states that, with the exception of a particular area, the financials are fairly reported.
- A qualified opinion is typically still acceptable to lenders, creditors, and investors, unlike an unfavorable or disclaimer of opinion.
<h3>What exactly is qualified reporting?</h3>
- An audit report that has qualifications is one that is not error-free.
- The auditor may qualify his report if he has any concerns about particular processes indicated in the financial statements.
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Answer:
It is caused by a decrease in price
Answer:
Date of issuance of rights - No
Date of exercise of the rights - Yes
Explanation:
The distribution of stock rights to existing common stockholders will increase paid-in capital at the date of exercise of the rights.
Actually, Paid in capital increases whenever funds are received. This means on the day the rights are exercised and not when the rights are issued.
Answer:
$6,500
Explanation:
For computing the estimated fixed cost, we have to determine the variable cost per hour which is shown below:
Variable cost per hour = (High power cost - low power cost) ÷ (High machine hours - low machine hours)
= ($20,000 - $11,000) ÷ (12,000 hours - 4,000 hours)
= $9,000 ÷ 8,000 hours
= $1.125
Now the fixed cost equal to
= High power cost - (High machine hours × Variable cost per hour)
= $20,000 - (12,000 hours × $1.125)
= $20,000 - $13,500
= $6,500
Answer:
The probability of getting paid more than $6500 in 100 weeks is 0.6%
Explanation:
In this problem, we need to define a probabilty distribution for the money earned.
The 100-week payoff can be expressed as
Being L the numbers of weeks we have low pay and H the weeks we have high pay.
Now, as it is a coin flip, H is a binomial random variable with p=0.5 and n=100
For a total pay off of more than 6500, H has to be
That means that in at least 63 of the 100 weeks we have to get a high pay.
If we compute the individual probabilities we get P(H≥63)=0.006 or 0.6%.
