Math Empirical Probability

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Dear Professor,I need assistance with the following formula:How, given the following DATA for a Superhuman Universe, can I successfully determine that a randomly selected female superhero will be able to fly? Must be in decimal form with 3 places as needed.Female: flying 66  telepathy 60  super strength 90Male:     flying 6    telepathy 53  super strength 57Please provide the basic formula!Thank you!K

 
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Personal Reflection: Problem Solving in the Workplace

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Personal Reflection: Problem Solving in the WorkplaceIt is important for students to understand how their curriculum is applied to real world workplace environments. How what you are studying can or will benefit you in your current, or future, career. For this assignment, you will need to review your program’s curriculum and goals and compare that to your current job/internship (if unemployed, reflect on a job/career that you desire to obtain in the future).To complete the assignment, please follow the below instructions:Review your program’s goals and curriculum on the UC Webpage and the UC Graduate Course Catalog:Webpage Links found here: https://www.ucumberlands.edu/academics/graduate#programsGraduate Catalog: https://www.ucumberlands.edu/academics/academic-catalogReflect on (research, if needed) your current (or future) job duties and responsibilities.Assignment Details:Part 1 – Identify a ProblemProblem solving starts by being able to identify existing problems, gaps in service, inefficient systems/processes, flawed policies, or any other areas of our job/career where improvement is needed. Identify a problem or gap at your workplace and explain why/how this problem exists.Part 2 – Solve the ProblemUse your knowledge that you’ve learned in the program (or hope to learn in a future course) to implement a plan to solve the problem.*Please include your Program details (MSIT, MSISS, MBA, MSPM, PHDIT, etc.) in the reflection and also include your job details (job title)

 
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Linear Algebra Problems

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I would like for someone to type the answers for the attached questions which most of them their answers will be provided by me. It’s required for it to be typed so i would like it in a digital form like Microsoft word, LATEX or PDF. attached is the problems that need to be answered from the attached book. the problems are at the end of each section.

 
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Algebra Work (PHD Doctorate)

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Quiz + Test Help

 
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Which of the following statements about ratios is True a.ratios can be reduced to lowest terms b.ratios c as n…

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Which of the following statements about ratios is True a.ratios can be reduced to lowest terms b.ratios c as n be simplified into whole numbers c.ratios can be simplified into mixed fractions d.all of the above

 
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precalc homework

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Please do the homework on a separate A4 paper handwritten. Then scan the work and send it.

 
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DSSAssign1

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Answer 5 questions. Include questions in black and answers in red.1-16 Ray Bond sells handcrafted yard decorations at county fairs. The variable cost to make these is $20 each, and he sells them for $50. The cost to rent a booth at the fair is $150. How many of these must Ray sell to break even?1-17 Ray Bond, from Problem 1-16, is trying to find a new supplier that will reduce his variable cost of production to $15 per unit. If he was able to succeed in reducing this cost, what would the break-even point be?1-20 Farris Billiard Supply sells all types of billiard equipment and is considering manufacturing its own brand of pool cues. Mysti Farris, the production manager, is currently investigating the production of a standard house pool cue that should be very popular. Upon analyzing the costs, Mysti determines that the materials and labor cost for each cue is $25 and the fixed cost that must be covered is $2,400 per week. With a selling price of $40 each, how many pool cues must be sold to break even? What would the total revenue be at this break-even point?1-21 Mysti Farris (see Problem 1-20) is considering raising the selling price of each cue to $50 instead of $40. If this is done while the costs remain the same, what would the new break-even point be? What would the total revenue be at this break-even point?1-22 Mysti Farris (see Problem 1-20) believes that there is a high probability that 120 pool cues can be sold if the selling price is appropriately set. What selling price would cause the break-even point to be 120?

 
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Game of theory

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2 simple question,

 
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STATSTISTICS

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Descriptive statistics allow us to describe the distribution of a single variable. This is very useful when needing to know the how one parameter behaves, but it does not provide a definitive answer to questions like:Is the mean above a certain value?Is the deviation less than a desired amount?How do the results for two different groups compare?Hypothesis testing allows a definitive answer to such questions. A hypothesis tests consists of several elements:i. null hypothesisii. test statistic cut-off (value based on the specified confidence interval)iii. test statistic sample (value based on the data collected)iv. decision to “reject the null hypothesis” or to “fail to reject the null hypothesis”v. explanation of what that result meets in contextGive an example of a hypothesis test. You may choose an example from the textbook, an example from another source, or your own example. Be sure that you provide a citation for any example used.For your hypothesis test example, identify each of the following:1) null hypothesis – Explain this null hypothesis. Explain what the alternative hypothesis is. Explain what rejecting the null hypothesis would allow you to conclude.2a) test statistic utilized – Specify what distribution (z, t, chi-squared, F, etc is considered) is considered.2b) test statistic cut-off – What is the percent confidence and what value does that give for the border between rejecting and failing to reject the null hypothesis?2c) test statistic calculated – What value does the test statistic have for the data?3) decision – Is the calculated test statistic greater than or less than the cut-off value? Do you “reject” or “fail to reject” the null hypothesis?4) explanation – Explain what this decision means in the context of the problem. Be sure you include the percent confidence and the null/alternative hypothesis in your explanation.

 
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Math assignment 10 hrs

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Part 1Practice graphing the elementary functions:Use Desmos or GeoGebra to graph the following. Submit screen shots of every graph.y=−x2+3y=−x2+3y=x−3−−−−√y=x−3y=−3|x|y=−3|x|y=x3−1y=x3−1y=2x−1y=2x−1y=2−xy=2−xy=ln(x+3)y=ln(x+3)For each graph, write its domain and range.Compare each graph to its parent function (the basic elementary function).Describe how each graph (i – vii) was transformed using the transformational rules.Part 2Design your own video game by using at least one of the following elementary functions:Square RootCubicAbsolute ValueExponentialLogarithmicProvide a full description of how to play. Programming the game isn’t necessary.Provide a full description of how the elementary function(s) will be used in the game.Provide at least one visual as to what the game would look like to the player.

 
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