Answer:
$1,720
Explanation:
Total annual premium for both Karen and Mike = $400 + $600 = $1,000
If they insured both cars with the same company, they would save 15% on the annual premiums -> the annual saving = 15% * $1,000 = $150
We use formula FV to calculate the future value of annual payment:
= FV(rate, number of payment, - payment) = FV(3%,10,-150) = $1,720
Answer:
bureaucratic
Explanation:
Bureaucratic control is not really efficient when the employees are finding ways to stay out of trouble by using tactics that are within the rules.
For example, if they try to beat the system by manipulating performance reports, or if they try to actively resist bureaucratic constraints.
This problem is typical of bureaucratic control.
Hope this helps!
When the auditors obtain an understanding of internal control for the financing cycle, documentation will frequently include a written description as well as a(n): Summary of tests of controls.
Why is it important for an auditor to obtain an understanding internal control?
The auditor should obtain an understanding of how IT affects control activities that are relevant to planning the audit. Some entities and auditors may view the IT control activities in terms of application controls and general controls.
When assessing the competence of the internal auditors An auditor should obtain information about the?
When assessing the competence of the internal auditors, an independent CPA should obtain information about the: quality of the internal auditors' working-paper documentation.
What are the specific duties imposed on the auditor regarding internal control and internal audit?
Assess the company's risks and the efficacy of its risk management efforts. Ensure that the organization is complying with relevant laws and statutes. Evaluate internal control and make recommendations on how to improve. Identifying shortfalls or gaps in processes
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Answer: 16.5%
Explanation:
Expected Return on portfolio P will be calculated as:
= Rf + (Beta1 × F1) + (Beta2 × F2)
where,
Rf = Risk Free rate
F1 = risk premium on Factor1
F2 = risk premium on Factor2
Expected Return will now be:
= 7% + (0.75 × 1%) + (1.25 × 7%)
= 7% + 0.75% + 8.75%
= 16.5%
The expected return on portfolio P, according to a two-factor model will be 16.5%.