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1. Consider the weighted voting system [47: 10,9,9,5,4,4,3,2,2]
a. How many players are there?
b. What is the total number (weight) of votes?
c. What is the quota in this system?
a factory produces computer chips and the proportion of defective chips is 0.01 i.e. p0.01.suppose you take a sample
Can you please give me an example of three variables with a linear relationship and state if they are dependent or independent variables.
Suppose you have a confidence interval based on a sample of size n.- Using the same level of confidence, how large a sample is required to produce an interval of one-half the width?
a researcher reported a correlation of 1.25 between an iq test and grades in epy 6214. which one of the following
Credits is the number of college credits taken and Work is the number of hours worked per week at an outside job. Is the intercept meaningful? Explain.
Revise the chart, if necessary, assuming special causes for out-of-control points. What is the expected time to make a decision? What is your estimate of the standard deviation of the time to make a decision?
suppose you are conducting a study with a total of 50 participants from five different regions of the country and you
Find the probability that the battery will last between 11 and 15 hours - What is the probability that you must wait at least 3 minutes for the first customer?
No claim was made by the school. They took a sample with the above results and want to construct a two-sided 95% confidence interval for the population mean
What do you think of this approach? Name some good and some bad aspects.
Consider the rolling of 2 six-sided fair dice, find the conditional probability P(first dice =3 | sum of two dice = 7). Are these two events independent?
Consider the standard error of a sample proportion obtained from a sample of size 100. Determine the standard error obtained from a population with p = 0.1.
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