Reference no: EM131017083
For the following answer True or False for each question
1. A population forms a normal distribution with µ=80 and o=10. In this population, 69.15% of the scores greater than x=75.
2. A population forms a normal distribution with µ=80 and o=10. In this population, 84.13% of the scores greater than x=90.
3. A population forms a normal distribution with µ=80 and o=10. In this population, 42.07% of the scores greater than x=78.
4. If one score is randomly selected from a normal distribution with µ=100 and o=20, the probability of obtaining a score greater than x=110 is 0.6915.
5. If one score is randomly selected from a normal distribution with µ=100 and o=20, the probability of obtaining a score less than x=95 is 0.4013.
6. If one score is randomly selected from a normal distribution with µ=100 and o=20, the probability of obtaining a score less than x=70 is 0.0013.
7. If one score is randomly selected from a normal distribution with µ=100 and o=20, the probability of obtaining a score between x=90 and x=100 is 0.3085.
8. If one score is randomly selected from a normal distribution with µ=100 and o=20, the probability of obtaining a score between x=80 and x=120 is 0.3413.
9. A vertical line drawn through a normal distribution at z=-0.75 will separate the distribution into two sections. The proportion in the smaller section is 0.2734.
10. If samples of size n=16 are selected from a population with µ=40 and o=8, the distribution of sample means will have an expected value of 40.
11. If samples of size n=16 are selected from a population with µ=40 and o=8, the distribution of sample means will have a standard error of 2 points.
12. The mean for a sample of n=4 scores has a standard error of 5 points. This sample was selected from a population with a standard deviation of o=20.
13. The mean for a sample of n=16 scores has an expected value of 50. This sample was selected from a population with a mean of µ=50.
14. On average, a sample of n=16 scores from a population with o=10 will provide a better estimate of the population mean than you would get with a sample of n=16 scores from a population with o=5.
|
How you think your skill set will benefit them
: Identify three to four companies for whom you want to work (your target market and how you can fulfill its needs/wants), and how you think your skill set will benefit them.
|
|
Prepare a statement of owners equity
: Everett Co. was organized on July 1, 2014. Quarterly financial statements are prepared. The unadjusted and adjusted trial balances as of September 30 are shown below.
|
|
Do hospitals in the united states employ fewer
: Suppose you want to "prove" that the average hospital in the United States averages more than 700 births per year. Use the hospital database as your sample and test this hypothesis. Let alpha be .01. On average, do hospitals in the United States e..
|
|
What is her kinetic energy just before she hits the water
: Julie has a mass 49kg What is her potential energy when standy on the 6m diving board? what is her kinetic energy just before she hits the water
|
|
Problem base on normal distribution true false
: If one score is randomly selected from a normal distribution with µ=100 and o=20, the probability of obtaining a score less than x=70 is 0.0013.
|
|
Find the financial statements for a publicly traded company
: To participate in follow-up discussion, choose one of the companies that a classmate has reviewed, examine the company's financial statements, and provide your own commentary on it. All posts should be grammatically correct and proofread for spell..
|
|
Find the financial statements for a publicly traded company
: All posts should be grammatically correct and proofread for spelling.
|
|
Find the slope of the line passing through the given points
: Find the slope of the line with the following points (2,3) and (-2,5). What is the slope of the line represented by the following equation? Find the slope of the line passing through the given points.
|
|
What is the probability of committing a type ii error
: She discovers that the average amount of personal life insurance coverage for this sample group is $26,650. The population standard deviation is $12,000. Determine whether the test shows enough evidence to reject the null hypothesis posed by the ..
|