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1. Use Theorem to obtain the characteristic function of a normal random variable with mean µ and variance σ2 from that of a standard normal random variable.
2. Use characteristic functions to show that if X1 and X2 are independent Poisson random variables with parameters λ1 and λ2, then X = X1 + X2 is Poisson with parameter λ= λ1 λ2. Generalize this to the sum of n Poisson random variables.
Given an annual demand of 250, a carrying cost of $1, and an order quantity of 150, Cotteleer Electronics must determine what the ordering cost would have to be for the order policy of 150 units to be optimal.
What are five key characteristics a team can use to group projects into three basic categories?
Explain what are some ways in which receivers of messages provide feedback when listening to a message
Project Breakdown, Risks and Staffing - PMI is one of the world's largest not-for-profit membership associations for the project management profession
Explain the various ways a project may be terminated and show the primary duties of the termination manager?
Describe How Attitudes Can Affect your Communication with Non-Natives - Explain what are the prevailing attitudes in your culture
What made the engineers and executives want the Lockheed documents and then use them? - Do you have some ideas for lines for your credo that come from seeing what happened with the engineers and the executives who were complicit?
Identify an open source project management tool that could be used as an alternative to Microsoft Project. Try provide a critical comparison of the two tools and evaluation of the technique
Under what conditions the project might be still desirable and will you come with arguments to keep a project even if it show a negative NPV?
Describe the features or characteristics of your product or service.
How to Respond to Risks - As a project manager, the risk assessment is one of the most important pieces of project documentation.
Discuss your thoughts about the unique staffing, training, and motivational challenges that may be encountered within the typical production operation...an automobile plant for example.
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