Explain the challenges of the migration from IPv4 to IPv6, and introduce possible solutions for IPv6 migration.

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– What is IPv6. (10 marks)
– By comparing IPv6 with IPv4, explain the benefits of migrating from IPv4 to IPv6. (20 marks)
– Explain the challenges of the migration from IPv4 to IPv6, and introduce possible solutions for IPv6 migration. (30 marks)

1) The main body of your thesis should be at least 5 pages, excluding cover page, abstract and reference list.

2) Please follow the template attached (CourseThesisTemplate.docx). Font 12 Spacing 1.5

3) Please check the uploaded documents for further details.

4) Number of sources depends on the research.

Discuss the advantages and disadvantages of open source licensing.

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Prepare a 2-3 page paper following the guidelines in the course outline discussing the following topic and clearly articulate your points. This is an APA formatted paper of your content, excluding: title, abstract, reference, etc.

Topic: Discuss the advantages and disadvantages of open source licensing.

Create program code for a function coin “coin toss” that simulates “n” coin toss and returns the vector “v” with the result of the coin toss, together with the number “quantity of Coins” which indicates how many of the coin tosses in “v” resulted in the page ” coin”.

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A coin toss (‘mk’) can be simulated with the code line mk = randi (2,1); , where we interpret the value 1 as the page “crown”, and the value 2 as the page “coin” (so this code line gives us (randomly) one of the numbers in the set {1,2}).

  1. A) Create program code for a function coin “coin toss” that simulates “n” coin toss and returns the vector “v” with the result of the coin toss, together with the number “quantity of Coins” which indicates how many of the coin tosses in “v” resulted in the page ” coin”. Your code should begin with

function [v, quantity Coin] = coin toss (s)

  1. B) Use the function you wrote in problem A) to simulate n = 100-coin toss. Write a program that counts the quantity of simulated coin tosses before the first “crown” occurs. Suggest a “reasonable” value for the case where since “crown” is not observed in the n coin tosses.

Create a program code for a function file “quantity” which takes as input one vector “v” and a number “t”, and returns the quantity of numbers in the vector “v” which is equal to the number “t”

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  1. A) Create a program code for a function file “quantity” which takes as input one vector “v” and a number “t”, and returns the quantity of numbers in the vector “v” which is equal to the number “t” (Example: quantity t ([2 1 2 3 2], 2) = 3). Your code must begin with

function x = quantity (v, t)

  1. B) b) Create program code for a function file “quantity A” which generalizes the function from a), takes as input a table (matrix) “A” and a number “t”, and returns the quantity of numbers in the table “A” which is equal to the number ” t ”. The code should start with

function x = quantityA (A, t)

HINT: You can determine the number of rows (n) and columns (m) in the table “A” with the code line [n, m] = size (A) ;.

 

Create program code for function file “average” which takes as the input vector “v” and uses a for-loop to calculate the average of all the numbers in “v”.

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The average of the numbers in the vector “v” is calculated by summing all the individual values, and then dividing the sum by the number of numbers in “v”.

  1. A) Create program code for function file “average” which takes as the input vector “v” and uses a for-loop to calculate the average of all the numbers in “v”. Hint: To determine the number of numbers (n) in the vector “v” you can use n = length (v) . Your code must begin with

function x = average (v)

b) Let T be a table with n = 100 rows and m = 100 columns. Write a program that, using pre-loop and if-testing, counts the number of columns in T that have an average value of less than 10.

HINT: You retrieve a copy of column number k in table T by typing t = T (:, k);

Write a program that uses a For-loop to sum the N first odd numbers greater than 30, i.e. the sum:

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Write a program that uses a For-loop to sum the N first odd numbers greater than 30, i.e. the sum:

S = 31 + 33 + 35 +. . . + (31 + 2 · (N − 1)), where N> 0 is a positive integer and the last number in the sum is (31 + 2 · (N − 1)).

Write a program that uses a while loop to find the greatest value for N so that the sum (S) calculated by the program in 1a) does not exceed 1000.

Write a program that examines if there is a N that the sum calculated in 1a) is exactly 5301. If there is such N, the program should display the message “There is a such N” on the screen, and if there is no , the function should display the message “There is no such N”.

Explain in detail what you would do to develop your model.

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For part 1: Explain in detail what you would do to develop your model. (You don’t actually have to develop the model for this exam, just explain what you would do.) More importantly, explain in detail how you would test the model via quantitative research by Use the outline from document A1 to answer two parts questions.
For part 2: focus on the quantitative aspects of the research; pretend that you are a reviewer for a good quality IS&T journal if you think that the authors should be invited to participate in a developmental review by Use the outline from document A1 to answer two parts questions. (Article provided _Guo and Hall 2009). Additional sources attached also. Field (2018) and Hair et al. (2017) need to take a look too.

Analyse the various ways the case was communicated to the public against the scientific communications published throughout the peer-reviewed literature.

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2000 words essay – look at the Seralini case study which starts with a controversial publication in Food and Chemical
Toxicology (Séralini et al., 2012).
After giving sufficient background to the scientific issues and arguments surrounding the case through a short literature review, the essay will analyse the various ways the case was communicated to the public against the scientific communications published throughout the peer-reviewed literature.

Students will take a critical look at the peer review process and, in this case, at retraction and republication.

Outline and analyse one objective test appropriate for your patient population

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Outline the main points you will cover in your essay and explain the patient
population that you will be addressing. You should also state which national or
international evidence based asthma guidelines you are basing your discussion
on. With consideration to your patient population, and in relation to the
pathophysiology of asthma, explore the following key topics:
• History taking
• Probability
• Differential diagnosis
• Relevant objective tests available

• Outline and analyse one objective test appropriate for your patient population

Compare recent Tesla’s electric cars to other electric cars

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This research paper must employ the best strategy towards the million-mile battery for every electrical car.

Comparing recent Tesla’s electric cars to other electric cars and finding the

Paper must include
1) Introduction
2) Methods
3) Results/Conclusion
4) Discussion
5) References
6) Abstracts

The paper must include a possible solution or a possible answer to the million-mile battery *