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What is an example of when you would want consistent data and, therefore, a small standard deviation?
What is an example of when you might want a large standard deviation? That is, data that is more spread out?
Use the definition of independent events to show that a) if A and B are independent, then A and Bc are also independent; b) if A and B are independent
Given that the student gets the correct answer to this question chosen at random, what is the probability that he actually knew the answer?
Critically discuss understanding the normal distribution and the factors that affect its shape important in solving business and marketing-related questions?
What is regression to the mean, and why is it a threat to the validity of research designs in which random assignment has not been used?
Consider a hypothesis test concerning a population mean with s known and n large. For each of the following situations
Construct and ANOVA table. Is there significant difference between the methods? Are there significant differences between the blends?
a quarter that is tossed 60 timeswhat is the probability that it will come up heads 20 or more times? estimate the
Determine the value of the standard deviation of the distribution of the sample mean of all possible samples of size 40.
Start with histograms to determine shape; then compare appropriate measures of center and spread, and mention any outliers. See page 158 for guidance.
A, B, C, D. If the order in which the truck visits the eight locations is chosen randomly, what is the probability that it will visit them in alphabetical order?
Design a calculator simulation to estimate the probability described in (a). Describe your simulation method clearly enough so that a classmate could carry it out without further explanation from you.
problemprovide me a half page response to each of the following two discussion posts. tell me what you agree with
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