The Fundamental Counting Priciple is going to be used to count the odd​ non-repeating three-digit numbers in our number system. The digits come from the set​ {0,1,2,3,4,5,6,7,8,9}. The first digit​ (in the hundreds​ place) cannot be zero. Since the number is​ odd, the third digit​ (in the ones​ place) must come from the set​ {1,3,5,7,9}.
In order for the Fundamental Counting Principle to apply to this​ problem, this​ 3-part task must satisfy the uniformity​ criterion, meaning the number of choices for any particular part is the same no matter which choice were selected for the previous parts.  
The task of counting these numbers is going to be broken down into three parts. In which order must these be completed in order to satisfy the uniformity​ criterion?

Pick any music video (again), post it here, and analyze it based on the following:

-What is the tone of the music video? Upbeat/dark/dramatic/comedic/etc? Does it fit with the type of music that is being performed?
-Break down the camera movements throughout the video. What type of camera techniques are employed? Do they enhance or distract from the overall music video?
-How many cuts do you count throughout the music video? Does the pace of cuts change? Are there any types of montage (metric, rhythmic, tonal, overtones, intellectual) employed in the cutting? Are there any special transitions or VFX utilized?
-Is there a theme or overall story to the music video? Any subtext or hidden messages you think the artist is trying to hint at?
-Lastly, if you can find the director of the music video, what other work have they done and is their style apparent in their other projects?

The Research Proposal
You will not be expected to conduct any primary research. The report should cover the following areas.
Provide a full summary of the research brief, including the aims of the research.
Demonstrate an understanding of the market or business context as well as any other publicly available research done in this area.
Detail how the fieldwork would be conducted i.e face-to-face, telephone, online, focus groups, mixed-mode etc
Explain the proposed sampling method as well as other sampling methods considered, including details on any sampling frame to be used.
Detail the information that would be gathered and collected by the research.
Explain how you would use any customer of operational data supplied to you by the client.
Describe what multivariate analysis techniques you propose and how these would help the client’s research aims.
Detail the proposed sample size necessary to construct confidence intervals around the survey estimates.
An appropriate questionnaire which would capture suitable data to perform the proposed multivariate analysis,

Graded Discussion: Solve Normal Distribution Application

For this graded discussion, you will be given a scenario to analyze using a cumulative from the mean z-table.
Requirements:

A minimum of two posts is required.
You must give a detailed solution for each part in your first post to get full credit.
It is not enough to just give the final answer. You must show steps or explain your reasoning.
If it is easier, you can write your solution out on paper, take a picture, and upload it to the discussion as a PDF file. The PDF file type is the only file type that will be accepted.
You will be able to see other students' posts once you post your own solution.
Review their responses to determine if they agree with your own.
For your second post, reply to a classmate to indicate if your answers are the same or different from theirs.
If they are different, explain which post you think is correct, yours or theirs.
If your original post was incorrect, reply to yourself with a correction. Don't worry! You will not lose points for an incorrect answer, as long as you make a reasonable effort at the first post and post a reply with the correct answer.
Complete required posts by the posted deadline.

Part 1: Prepare
Familiarize yourself with the following data.
In 1955, scientists R.R. Sokal and P.E. Hunter analyzed the affects of pesticides on houseflies. Among the data sets they collected were samples of housefly wing lengths. These are normally distributed. The data they collected is summarized in the following frequency distribution.

Normally Distributed

*Source: Sokal, R.R. and F.J. Rohlf, 1968. Biometry, Freeman Publishing Co., p 109. Original data from Sokal, R.R. and P.E. Hunter. 1955. A morphometric analysis of DDT-resistant and non-resistant housefly strains Ann. Entomol. Soc. Amer. 48: 499-507.
Part 2: First Post*

Answer these questions:

Find the mean and standard deviation of the sample of housefly wing lengths. (2 points)
List the data values that are within 2 standard deviations of the mean. Justify your answer. (2 points)
What percentage of the data values are within 2 standard deviations of the mean? (2 points)
Is this consistent with the Empirical Rule? Explain. (2 points)

Part 3: Second Post
For your second post, reply to a classmate to indicate if your answers are the same or different from theirs. If they are different, explain which post you think is correct, yours or theirs. (2 points)
If your original post was incorrect, reply to yourself with a correction. Don't worry! You will not lose points for an incorrect answer as long as you make a reasonable effort at the first post and post a reply with the correct answer.

Note that My Course Tutor can help you write this discussion posts under our statistics assignment help services. We have writing experts who are qualified to handle mathematics and statistics courses at all academic learning levels.

Graded Discussion: The Monty Hall Problem
Requirements:
A minimum of two posts is required.
You must give a detailed explanation for each part in your first post to get full credit. Use complete sentences, correct punctuation, and correct grammar.
You will be able to see other students' posts once you post your own solution. Review their responses to determine if they agree with your own.
For your second post, reply to a classmate's post.
Complete required posts by the posted deadline.

Part 1: Prepare
Read this scenario:
You're on the game show "Let's Make A Deal" looking at 3 doors. Behind one is a brand-new car. Behind the others are goats! You get to choose one door: if it's the car, you win! You choose Door #1. But before he unveils its contents, Monty opens Door #2 and reveals a goat. You may have picked the right door! Monty asks if you'd like to make a deal. If you want, you can switch to Door #3. What would switching do: improve your odds, worsen your odds, or leave them the same? Answer this question on a piece of paper BEFORE viewing the following video.
Watch the video:
https://youtu.be/2Kgud9QcZs4
Read the explanation:

When you choose Door #1, your odds of winning are clearly 1/3. Therefore, the odds that the prize is behind Door #2 or Door #3 is 2/3. When Monty reveals that there is nothing behind Door #2, it doesn't change the original probabilities. There is still a 2/3 chance that the prize is behind door two or three. (Knowing the contents of door two doesn't change the odds once you've started playing.) Therefore, door three now has a 2/3 odds of winning.
Part 2: First Post

Title Your Post: Students name Monty Hall Problem Post
Answer each question:
1) Before you watched the video, did you think you should stay or switch. (4 points)
2) After you watched the video, did you change you mind? Explain your reasoning. (4 points)
Part 3: Second and Third Posts
Second and Third Posts (2 points): Read and reply substantively to two classmates' posts.