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A random variable, X, has a Gaussian PDF with mean 5 and unit variance. We measure 10 independent samples of the random variable.
(a) Determine the expected value of the sample mean.
(b) Determine the variance of the sample mean.
(c) Determine the expected value of the unbiased sample variance.
A high roller has come to the casino to play 300 games of craps.- After 300 games of craps, what is the probability that the casino will be behind more than $10?
suppose there are three bills in a wallet. one of thebills is a 1 one is a 5 and one is a 10 bill. you selecttwo bills
Hi,The nature of my data in my thesis is clustering (students within college within universities) and students' responses is binary,so I have used Multilevel Generalized Linear Model> (logistic regression) in R with (glmer) function in (lme4) pack..
the median of a continuous random variable having distribution finction fx is that value m such that fm 0.5 for each
What are your thoughts on the Supremacy Clause, include strengths and limitations of the clause?
george is curious. he has been told that the average body temperature of humans is 98.6 degrees fahrenheit. however he
suppose that the middle 68 of families of a certain demographic monthly food expenditures fall between 293.45 and
a trucking firm suspects that the variance for a certain tire is greater than 1000000. to check the claim the firm
A psychologist studied self-esteem scores and found the data set to be normally distributed with a mean of 50 and a standard deviation of 6. A raw score of 47 is associated with what percentile?
Determine the critical region and critical values for z that would be used to test the null hypothesis at the given level of significance, as described in each of the following:
1.a newspaper conducted a statewide survey concerning the 2000 race for state senator. the newspaper took a random
Why you have chosen to investigate these two independent variables? How do you think they will affect your dependent variable?
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