For 77 the grand mean is 12.05, not sure where the 11.135 is coming from.For 78 you need to work with percents not numbers. Week 1 is .1, week 2 is .08 and so forth.For 83 the expected number is (60/2)+1=31 with a standard deviation of the square root of (60-1)/4)=3.84. See if you can get the rest.
Four point masses of 3.6 kg. each are arranged in a square on massless rods. The length of a side of the square is d=0.34. What is the rotational inertia for rotation about an axis passing through masses A and C? What is the rotational inertia for rotation about an axis passing through the center of the square and perpendicular to the plane of the square?
Four-Phase Process
Tim Trainer has been asked to come in and help administrative assistants at Law Legal with using Microsoft Word. The administrative assistants must use Word to type up legal briefs using tools they do not use on a normal basis, such as line numbering, spacing, and table of contents. Tim collects some data from the law office and finds the administrative assistants ages are 38-62, they work on computers all day, and have many training handouts posted around their desk to carry out tasks. Tim Trainer has a training room with computers, a projector, and a laptop for him to use.
Please use the Four-Phase Process to outline the design of the training.
The requirements below must be met for your paper to be accepted and graded:
References must come from sources such as, scholarly journals found in EBSCOhost, CNN, online newspapers such as, The Wall Street Journal, government websites, etc. Sources such as, Wikis, Yahoo Answers, eHow, blogs, etc. are not acceptable for academic writing.
A detailed explanation of how to cite a source using APA can be found here (link).
Download an example here.
Grading Criteria AssignmentsMaximum PointsMeets or exceeds established assignment criteria40Demonstrates an understanding of lesson concepts20Clearly presents well-reasoned ideas and concepts30Uses proper mechanics, punctuation, sentence structure, and spelling10Total100
Book
Six disciplines of breakthrough learning vs 9781118677445
Four particles, one at each of the four corners of a square with 3.0-m-long edges, are connected by massless rods. The masses of the particles are m1 = m3 = 4.0 kg and m2 = m4 = 5.0 kg. Find the moment of inertia of the system about the z axis.
Four particles are held in place at the corners of a square with sides of length L. Each particle hasa charge q and mass m. (a) What is the potential energy of this system of charges? (b) Startingfrom the rest, the particles are now released. How fast is each particle moving when their distancefrom the centre of the square doubles? Give your answers as algebraic expressions.
Four Oaks Golf Inc. was organized on July 1, 2010. Quarterly financial statements are prepared. The trial balance and adjusted trial balance on September 30 are shown here.FOUR OAKS GOLF INC.Trial BalanceSeptember 30, 2010
Four long, parallel conductors carry equal currents of I = 2.50 A. The figure below shows an end view of the conductors. The direction of the current is into the screen at points A and B (indicated by the crosses) and out of the screen at C and D (indicated by the dots). Calculate the magnitude and direction of the magnetic field at point P, located at the center of the square with edge of length 0.200 m.
Fractal Art Description:
Your assignment is to use a fractal art program to create a fractal picture. The objective is to develop the most inspiring picture as voted on by your classmates (no, you cannot vote for your own picture!).
Your picture can be any type of fractal art including Mandelbrot Sets, Julia Sets, fractal landscapes, or
nature pictures made of self-replicating fractals. The option is yours. Extra credit is provided for including the Saint Leo color scheme, logos, or landscape. (see below)
https://www.saintleo.edu/about
Since this is a math class, you also need to provide a one-page summary of how you created this image
including the algorithms used, the values for those algorithms, and the software used to generate the
image. In addition, any comments or recommendations on this project for future students are appreciated
(such as useful and useless software!).
Obviously, since you are creating this image, you will own the copyright for the image you create. Digital
watermarks on the image are acceptable (this allows evaluation versions of several programs to avoid
purchase).
To help you get started, the links below include some software that might help.
http://fractalarts.com/ – They have many images and also a page with software available on the Internet.
The gallery might give you some ideas and the software page has links to several programs that could be
useful.
http://www.fractalartcontests.com/ – This site has some award-winning fractal art for inspiration. Also, it
lists the software used. Some of this software is powerful, but has a high learning curve.
http://www.ultrafractal.com/index.html – This appears to be a popular application for artwork. There is an
evaluation version that includes a watermark, which is ugly, but acceptable.
http://www.download.com/ – This site has links to Fractal DRAW Pro and will perform self-replicating
fractals. You can also find links to Genesis ll software that will create fractal landscapes.
Determine which site is at the greatest risk of weathering. Rank the locations 1 through 4 on their potential for weathering (with 1 being the highest risk). Determine which one site is at greatest risk from mass wasting.
With these thoughts in mind:
Post by Day 3 a paragraph with your ranking of the four locations, from the highest risk (1) to the lowest risk (4) from weathering, and explain why you have ranked them this way. Address the type of rock relevant to each location and the type(s) of weathering that impact this site. Then, in a second paragraph, explain the term mass wasting. State which site is most at risk for mass wasting and explain your rationale. If you believe none of the four sites are at risk, explain why.
Hi, I have some question with System Modelling and Design. Can someone me? best to have a handwriting answer.
Four wifi networks, Alpha, Bravo, Charlie and Delta, all exist within close proximity to one another as shownbelow. Networks connected with an edge in the diagram above can interfere with each other. To avoid interferencenetworks can operate on one of two channels, hi and lo. Networks operating on different channels will notinterfere; and neither will networks that are not connected with an edge. Our goal is to determine (algoriti’lmically) whether there is an assignment of channels to networks sothat there is no interference To do this we will transform the problem into a problem of determining if apropositional formula can be satisfied. (a) Carefully defining the propositional variables you are using, write propositional formulas for each ofthe following requirements:(i) an: Alpha uses channel hi or channel lo; and so does Bravo, Chariie and Delta.(ii) gag: Alpha does not use both channel hi and lo; and the same for Bravo, Charlie and Delta.(iii) o3: Alpha and Bravo do not use the same channel; and the same applies for all other pairs ofnetworks connected with an edge.(b) (i) Show that an A or; A (333 is satisfiable; so the requirements can all be met. Note that it is sufficientto give a satisfying truth assignment, you do not have to list all possible combinations. (ii) Based on your answer to the previous question, which channels should each network use in orderto avoid interference? ‘
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