Answer:
[ $591.08, $1101.32 ]
Explanation:
Given:
Sample space = 200
Mean price = $846.20
Standard deviation, σ = $1,840.80
Confidence level = 95%
Now,
Confidence interval is given as:
⇒ Mean ±
here, z value for 95% is 1.96 from the standard z table
Thus,
Confidence interval
⇒ $846.20 ±
or
⇒ $846.20 ±
or
⇒ $846.20 ± 255.12
or
⇒ [ $846.20 - 255.12, $846.20 + 255.12 ]
or
⇒ [ $846.20 - 255.12, $846.20 + 255.12 ]
or
⇒ [ $591.08, $1101.32 ]
Answer:
$247,300
Explanation:
Given that
Invested amount = Present value = $11,2000
Time = 10 years × 4 quarter = 40
The rate = 8% ÷ 4 = 2%
So, we have to applying the future value formula which is presented below:
Future value = Present value × (1 + interest rate)^ time period
= $112,000 × (1 + 0.02)^40
= $112,000 × 1.02^40
= $112,000 ×2.2080396636
= $247,300
Integration orientation Organizations that help mediate and resolve discord among members of society.
Organizational integration :
IT is achieved when organizational goals are aligned between the external and internal influences. Organizational alignment promotes collaboration and teamwork across all areas of work internally within the organization. Organizational integration supports a company's resilience to external factors, such as its mission or business model, input and output, the economy, technology, political factors, social factors and stakeholders.
Why is integration important in an organization?
Integrating your business systems enables a holistic view of your customer, your data, and your organizational health. It creates a better customer experience and improves your internal workflow.
Learn more about integration organization :
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Answer:
C. The system is functioning correctly and providing accurate information
Explanation:
Reliability refers to the ability of a system or a machine to perform its intended function with minimal or nil breakdown. Consistency and validity of data from the performance of a system or a piece of equipment indicate its reliability. It is the possibility of failure-free operation of a system.
Reliability will, therefore, ensure a system is performing its function with minimal interruptions resulting from failures. It guarantees consistency in the results from operations. With reliability, production happens when it is needed.