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The average pay per hour for an employee in the packaging and shipping department of XYZ Corporation is $12.88 with a standard deviation of $0.95. Assume normal distribution applies
Compute the pay per hour which the top 5% of the employees make that much or more.
$13.23
$14.44
$9.86
$15.17
What is the probability that an employee's pay is $12.88 per hour?
0
0.50
Greater than 0.5
Higher than 0, but less than 0.5
Demand for a product is normally distributed with mean demand equal to 200 units. There is a 0.95 probability that demand for this produce is between 180 to 220 units. Estimate the probability that demand for this product will exceed 195 units?
0.228
0.438
0.688
0.189
QUESTION 1: Did you double check that you are using the correct data set? QUESTION 2: How many observations are there?
Find the mean and standard deviation of the number who spend at least $15 per month. What is the probability that at least 40% of them will spend a t least $15 per month?
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use lagranges mean value theorem to determine a point on the curve y vx2 where the tangent is parallel to the chord
Evaluate lim sup Ek
Do not reject H0; the percentage of Americans who only use cell phones does differ from 23% Do not reject H0; the percentage of Americans who only use cell phones does not differ from 23%
question the formula c 59 f - 32 where f gt - 459.67 expresses the celsius temperature c as a function of the
Skew-symmetric matrices
Suppose there are two types of movie: Arty (A), and Popcorn (P). These films may be either Decent (D) or Terrible (T). 35% of all movies are Arty. 20% of all movies are both Arty and Decent. If a film is Popcorn, there is a 75% chance that it is T..
Which of the following statements or formulas is correct about conditional probabilities?
Teen* is an example of what search strategy
This STEEPLE and Balance sheet needs to be completed based on the company has been having with ship reliability and passenger safety. Because of recent problems resulting in bad publicity for the company , the Team has been asked to provide proces..
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