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If you know that the number of possible values a random variable can have is finite, do you know whether the random variable is discrete or continuous? Answer the same question for a random variable that can have an infinite number of possible values.
"Small-fry" funds trade at an average of 20% discount to net asset value. If σ = 8% and n = 36, give the 95% confidence interval for average population percentage.
The 5-step approach to hypothesis testing and an explanation of your decision to reject or fail to reject the null hypothesis.
1. A random sample of 100 observations from a Poisson distribution has a mean equal to 6.25. Construct an approxi mate 95 percent confidence interval for the mean of the distribution.
which of the following statements is true with respect to the t-distribution?a the t-distribution is symmetrical.b the
estimating confidence interval for mean value of y dependent variable.consider the simple linear regression of y
Let's say that we want to find the average height of all male college basketball players in the united states. we take a random sample of 100 players and find that the average height is 76 inches, and the standard deviation of our sample is 4 inch..
Ten percent of the items produced by a machine are defective. Out of 15 items chosen at random. What is the probability that exactly 3 items will be defective?
for a certain random variable having the normal distribution the probability is 0.33 that it will take on a value less
Prepare a maximum of 4 page report.I want you to use JMP and put those figures in the report and the report has to look like the last years sample report that I put here. Basic concepts of hypothesis testing, What is Statistics
a researcher has a report for an experiment with a sample size equal to 100 the resulting 95 prediction interval was to
In the radar system of Example 8.4, the probability that a target is present is P[H1] = 0.01. In the case of a false alarm, the system issues an unnecessary alert at the cost of C10 = 1 unit.
Examine the data and determine if the distribution of IQ scores could be normal. You should confirm or reject normality by means of a visual inspection of the shape of the distribution.
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