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Question 11.A common design requirement is that an environment must fit the range of people who fall between the 5th percentile for women and the 95th percentile for men. In designing an assembly work table, the sitting knee height must be considered, which is the distance from the bottom of the feet to the top of the knee. Males have sitting knee heights that are normally distributed with a mean of 21.6 in. and a standard deviation of 1.2 in. Females have sitting knee heights that are normally distibuted with a mean of 19.4in. and a standard deviation of 1.1 in. Use this information to answer the following questions.1. What is the minimum table clearance required to satisfy the requirement of fitting 95% of men?(Round to one decimal place.)2. Determine if the following statement is true or false. If there is clearance for 95% of males, there wil certainly be clearance for all women in the bottom 5%. (Choices)a. False, bc the 95th percentile for men is greater than the 5th percentile for womenb. True, because the 95th percentile for men is greater than the 5th percentile for womenc. False, bc some women wil have sitting knee heights that are outliersd. True, bc some women will have sitting knee heights that are outliers3. The author is writing this exercise at a table with a clearance of 23.9in above the floor. What percentage of men fit this table? (round to 2 decimal places)4. What percenage of women fit this table? (round to 2 decimal plces)5. Does it appear this table will fit everyone? (choices)a. only 1% of womenb. only 3% of menc. almost everyone except about 3% of men with largest sitting knee heightsd. not enough info to determine

 
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Figure ABCD is a trapezoid.The length of BC is 36 centimeters.The areas of triangles ABC and ACD are in the…

Figure ABCD is a trapezoid.The length of BC is 36 centimeters.The areas of triangles ABC and ACD are in the ratio 1.5:1.Find the length of AD.

 
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problem set 4

IHP 525 Module Four Problem Set1.       Pediatric asthma survey, n = 50. Suppose that asthma affects 1 in 20 children in a population. You take an SRS of 50 children from this population. Can the normal approximation to the binomial be applied under these conditions? If not, what probability model can be used to describe the sampling variability of the number of asthmatics?2.       Fill in the blanks. A particular random sample of n observations can be used to calculate a sample proportion. The count of successes in the sample will vary according to a (a) ____________________ probability distribution with parameters n and (b) ____________________. When the sample is large, the number of success will vary according to a normal distribution with μ = (c) ____________________ and σ = (d) ____________________. At the same time, the sampling distribution of proportion in large samples will be Normally distributed with mean p with standard deviation equal to (e) ____________________.3.       Misconceived hypotheses. What is wrong with each of the following hypothesis statements?a)      H0: μ = 100 vs. Ha: μ ≠ 110b)      H0: = 100 vs. Ha: < 100c)       H0: = 0.50 vs. Ha: ≠ 0.504.       Patient satisfaction. Scores derived from a patient satisfaction survey are Normally distributed with μ = 50 and σ = 7.5, with high scores indicating high satisfaction. An SRS of n = 36 is taken from this population.a)      What is the SE of x̅ for these data?b)      We seek evidence against the hypothesis that a particular group of patients comes from a population in which μ = 50. Sketch the curve that describes the sampling distribution of x̅ under the null hypothesis. Mark the horizontal axis with values that are ±1, ±2, and ±3 standard errors above and below the mean.c)       Suppose a sample of n = 36 finds an x̅ of 48.8. Mark this finding on the horizontal axis of your sketch. Then calculate the zstat for the result. Does this observation provide strong evidence against H0?5.       Patient satisfaction (sample mean of 48.8). In Exercise 4, you tested H0: μ = 50 based on a sample of n = 36 showing = 48.8. The population had standard deviation σ = 7.5.a)      What is the one-sided alternative hypothesis for this test?b)      Calculate the z-statistic for the test.c)       Convert the zstat to a P-value, and interpret the results.

 
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Math – article

everything in file

 
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in an examination,adenike obtained 19 marks more than musa.if adenike had obtained one and half times her own mark,she would…

in an examination,adenike obtained 19 marks more than musa.if adenike had obtained one and half times her own mark,she would have scored 6 marks more than twice musa’s mark.find the marks scored by each of them.

 
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Macroeconomic

Taking summer class need help with weekly assignment/tests 25.00 each assignment

 
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Cloud Computing and Virtualization

As you craft your initial post, you will be using information from your texts, along with conducting independent research with sources outside of the required texts. Start your discussion with the following questions:What are your thoughts on cloud computing and virtualization? Use your independent research to forecast and substantiate the future landscape.Is it a prudent business decision for companies?What are the benefits? What are the risks?What are some possible/potential areas of exposure?Considering the items you listed above, what are the benefits and challenges?If you were the decision-maker, what would be your direction?Keep in Mind: You will need to perform independent research beyond the course text materials in order to discuss and explain the elements of a comprehensive and well-thought-out position. Consider all facets that are necessary to be proactive and successful in evaluating not only what is happening now, but also the potential future landscape.Submission Requirements and ResourcesIn order to facilitate group discussion and take into account the varying student schedules, please post original responses by Day 3 of the Week at 11:59 pm CST.  Discussion boards will close Day 7 of the week at 11:59 pm CST each week.Head over to the resources page,Discussion Criteria: Submissions and Engagement.to view specific discussion requirements, examples, and the discussion rubric.A HINT about Conference Discussion at the Masters Level: Try to get your initial post in early in the conference week and dialogue with your classmates through the conference week.   Think of our online as discussion in a traditional classroom.Posting your initial post and your responses at the last moments of the discussion week would be similar to entering a traditional classroom and discussion with 10 minutes left in the class – missing the discussion and dialogue raised by your classmates. Remember,  the intent of our conference discussion is to drive the discussion to the next level…  the Masters Level of scholarly discussion.Also…  posting early has its benefit, as you do not want to say the same thing that a classmate states. Finally – please  use academic citations to fortify your position

 
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partial differential equations

solve the problems attached

 
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Identify two that you believe are the most dangerous

Thinking about password attacks, identify two that you believe are the most dangerous. Why do you believe these two are the most dangerous? What are some ways in which organizations can guard themselves against these attacks?All content posted that references an external source requires a reference: At least one in-text citation be included(at least 10 sentences)

 
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Mathematics – Matrices, Limits and Continuity and Differentiability

Mathematics- Matrices, Limits and Continuity and Differentiability

 
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