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Within the Discussion Board area, write 250-300 words that respond to the following questions with your thoughts, ideas, and comments. This will be the foundation for future discussions by your classmates. Be substantive and clear, and use examples to reinforce your ideas.
Discuss the following points regarding change efforts and their results:
Describe a specific change initiative that you participated in that seemed to work well.
Describe a specific change initiative that you participated in that did not achieve its intended objectives.
Compare the 2 initiatives in terms of what happened and why you think the results were different.
What is the objective of critical path analysis? Explain why the critical path is the longest, not the shortest, path through a network.
How much time does a customer spend at the service desk (waiting plus service time)?
The cost of carrying inventory is 20% per year. What is Johnson Product's annual holding costs assuming Johnson uses the EOQ?
Determine three reasons why you should evaluate the facilities and equipment aspects of a healthcare organization in order to implement value-added support strategies. Provide a rationale for your response.
If the estimated demand for the book is 1500 copies, what is the expected profit (loss) of JRB?
How an individual learns is essential to improving performance and effectiveness. How an organization learns is critical to remain viable and competitive. Learning is key to forward movement for an organization.
What role does customer satisfaction play in the development of reliable customers?
Illustrate what are three major business functions, also elucidate how are they related to one another.
1 americans break down into three basic groups - with some being diligently honest others dishonest and a bit more than
Which of the following is not an advantage of drop shipping?
however schedules also have intangible effects on customers employees and the perception of service quality.discuss
Use a function called Ceil that rounds noninteger numbers up to the nearest integer. The function Ceil can be defined by Ceil(x) = -int(-x).
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