Reference no: EM131215264 , Length: 3000 Words
Context This assignment involves PREPARATION OF A REPORT. The report relates to the Scenario given below.
Aim:
You have been asked to present a proposal for an Internet/Intranet solution for a college. The college is especially interested in the promised efficiency gains to be found from new ways of working online, and the possibilities for cost savings (e.g. less printed material distribution, allow staff to work more efficiently, and students can access course material anywhere at any time). You will research how an Internet/Intranet can best be implemented for the college. You have been asked to report back to the person in charge of ICT of the college within 4 weeks with the plan of the Internet/Intranet.
The aim of this assignment is to report on your research and give recommendations on how the college should implement the Internet/Intranet, outlining the benefits and risks of each option. You are expected to focus on the following main areas:
1. Content o What should be the content of the Internet/Intranet? o How should the contents be organised? o Who within the organisation will have responsibility for each type of content? o Who will be allowed access to each type of content?
2. Maintenance o How often will each type of information be updated? o Who would be responsible to update the information? o How will you ensure it is up to date (manually or automatically)?
3. Standards and procedures o Who would be responsible for each type of content? o Are there any security, privacy or copyright issues for any of the types of information?
Deliverables
The report must be produced in a professional manner, as marks will be awarded for presentation. Please use APA referencing style. The report should be no more than 13 pages in length (excluding the cover sheet, table of contents, references and any appendices). You need to submit hard copy as well as an electronic version.
This report should be based on your research and your recommendations on how the client should implement an Internet/Intranet solution. The report should contain the following:
Words: 3000
|
Standard normal random variable
: Let Z be a standard normal random variable. Calculate the following probabilities using the calculator provided. Round your responses to at least three decimal places.
|
|
Under what conditions random variables are uncorrelated
: Suppose two random variables X and Y are both zero mean and unit variance.- Determine under what conditions on the constants a, b, c and d the random variables W and Z are uncorrelated.
|
|
Corresponds to a data set of test scores
: Question 1: The Stem and Leaf output that corresponds to a data set of test scores (marked out of 1000) is as follows:
|
|
What solution are different governments trying to achieve
: Describe the ways in which different levels of government interrelate. What solution are the different governments trying to achieve? Identify the advantages and disadvantages in the ways that the governments involved work together.
|
|
Proposal for an internet-intranet solution
: You have been asked to present a proposal for an Internet/Intranet solution for a college. The college is especially interested in the promised efficiency gains to be found from new ways of working online, and the possibilities for cost savings (e.g...
|
|
Human population blood type
: According to the American Red Cross, approximately 10% of the human population is blood type B-positive. If we select 20 people at random, find the probability that more than 3 people in the sample have blood type B-positive. Is this unusual?
|
|
What height represents the first quartile
: a) What height represents the 80th percentile? b) What height represents the first quartile?
|
|
How technology has influenced social epidemiology
: Provide an introduction that defines both technology and social change, and discusses how they are related. Discuss the impact of the personal computer, cellular phones, and the Internet on society.
|
|
Probability that none of the people are independent
: a.) What is the probability that none of the people are independent? b.) What is the probability that fewer than five people are independent? c.) What is the probability that more than two people are independent?
|