• Q : Atmospheric concentrations of air pollutants....
    Basic Statistics :

    Was there relationship between the pollution levels and weather/activity variables? What multivariate analysis techniques would you use to answer this question?

  • Q : Determine the probability that the third strike....
    Basic Statistics :

    Determine the probability that the third strike comes upon the seventh well drilled?

  • Q : Significance level against the appropriate one-sided....
    Basic Statistics :

    Test at the 1% significance level against the appropriate one-sided alternative null hypothesis that job satisfaction has no linear effect on absenteeism.

  • Q : Single sampling plan with inspection level....
    Basic Statistics :

    Estimate a single sampling plan with inspection level II, for an AQL = 1% and a lot size N=1,000 production units under:

  • Q : Relationship between smoking and education....
    Basic Statistics :

    In the United States there is strong relationship between smoking and education with well-educated people less likely to smoke. A study in France included sample of 459 men who were chose at random

  • Q : Determine the probability that both bunnies operate....
    Basic Statistics :

    If Jake randomly chooses a battery from eight batteries and puts it in toy pink bunny and then randomly chooses another battery from the remaining batteries as well as puts it in second toy pink bun

  • Q : Accept a shipment of electronic games....
    Basic Statistics :

    The manager of Toy World has decided to accept a shipment of electronic games if none of a random sample of 20 is found to be defective.

  • Q : Determining the relation that exists between the size....
    Basic Statistics :

    A gemologist is interested in determining the relation that exists between the size of adiamond (carats) and the price. The following data represents the weight and price of diamonds.

  • Q : Unknown mean range....
    Basic Statistics :

    Assume that we would like to calculate a 99% confidence interval for unknown mean range, µ, of bats using the data in.

  • Q : Ci for population means in general....
    Basic Statistics :

    Does the CI support the conclusion of hypothesis test as reported by its p-value? What can you say regarding the conclusion from hypothesis tests and CI for population means in general? Explain.

  • Q : Probability that he will serve exactly two aces....
    Basic Statistics :

    If the probability that a certain tennis player will serve an ace is 1/4, what is the probability that he will serve exactly two aces out of five serves?

  • Q : Report showing the relationship between such two variables....
    Basic Statistics :

    Assume you are given data from survey showing the IQ of each person interviewed and IQ of his or her mother. That is all the information you have. Your boss has asked you to put together report show

  • Q : Positive attitude towards car salesmen....
    Basic Statistics :

    Of a random sample of 1200 people in Denmark, 480 had positive attitude towards car salesmen. Of independent random sample of 1000 people in France, 790 had positive attitude towards car salesmen. T

  • Q : Determine the maximum likelihood estimate....
    Basic Statistics :

    Assume a device contains three ceramic insulators and all should survive the shock in order of device to work. Determine the maximum likelihood estimate of the probability that all three will surviv

  • Q : Unbiased estimate of the binomial parameter....
    Basic Statistics :

    Determine that X / n is an unbiased estimate of the binomial parameter p. Determine that X+1 / (n+2) isn't an unbiased estimate of the binomial parameter p.

  • Q : Anova for independent sample....
    Basic Statistics :

    Define: One way ANOVA for Independent Sample? Why is Random selection of the sample important?

  • Q : Population p of a small community on outskirts....
    Basic Statistics :

    The population p of a small community on the outskirts of a city grows rapidly over a 20-year period.

  • Q : Confidence interval for the population mean waiting time....
    Basic Statistics :

    A random sample of 100 felony trials showed a sample mean waiting time between arrest and trial = 173 days with a population standard deviation of waiting times = 28 days. Find a 99 percent confiden

  • Q : Confidence interval for the population mean length....
    Basic Statistics :

    A random sample of 19 rainbow trout caught at Brainard Lake, Colorado had mean length sample mean= 11.9 inches with standard deviation s=2.8 inches. Find a 99% confidence interval for the population

  • Q : Suppose that the z scores are normally distributed....
    Basic Statistics :

    Suppose that the z scores are normally distributed with the mean of 0 and a standard deviation of 1.

  • Q : Winning sum of amounts....
    Basic Statistics :

    An urn contains 5 balls, two of which are marked $1, two $5, and one $15. A game is played by paying $10 for winning sum of amounts marked on two balls selected randomly from urn. Is this a fair gam

  • Q : Confidence that the point estimate is correct....
    Basic Statistics :

    There are many reasons adults use credit cards. A current survey found that 60% of adults employed credit cards for convenience. To conduct a follow-up study which would provide 95% confidence that

  • Q : Determine the p-value and the decision of the test....
    Basic Statistics :

    Of 240 males, 168 answered yes. Of 260 females, 192 answered yes. At 0.05 level significance, a two-sided hypothesis test is conducted to find out whether there is a difference between males as wel

  • Q : Sample data support claim....
    Basic Statistics :

    Do the sample data support claim that both alloys have same melting point? Employ a fixed-level test at alpha = .05 and suppose that both populations are normally distributed and have same standard

  • Q : Geometric random variable....
    Basic Statistics :

    Let U be the geometric random variable with p=.3, V be a geometric random variable with p=.2, X be a geometric random variable with p=.5, Y be a geometric random variable with p=.4. Let U, V, X, Y

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