• Q : Proportion of a bank''s commercial loan files....
    Basic Statistics :

    An auditor desires to determine what proportion of a bank's commercial loan files is complete. The auditor randomly samples 60 files and finds 12 are incomplete.

  • Q : Employ a control chart....
    Basic Statistics :

    Suppose that a practitioner decides to employ a control chart with 2.5-sigma limits. If normality can be supposed (as well as known parameter values), Determine the numerical value of the in-control

  • Q : Difference in mean blood pressure....
    Basic Statistics :

    A researcher fails to find out a significant difference in mean blood pressure in 36 matched pairs. The standard deviation of differences was 5mmHg. What was the power of test to find out a mean dif

  • Q : Probability density function....
    Basic Statistics :

    Let Y1 and Y2 be two independent random variables such that each Yi has the uniform distribution on interval (0,i). Let the random variable W be stated as W = max (Y1,Y2). Find out the probability d

  • Q : Compute the z-score....
    Basic Statistics :

    Suppose a population with µ 65.7 and s =5.52. Compute the z-score for x =63.1 from a sample of size 13.

  • Q : Determine the true mean annual income....
    Basic Statistics :

    A nursing school wants to determine the true mean annual income of its alumni. It randomly samples 120 of its alumni. The annual income was $58,700 with standard deviation of $1,500. Find out a 95%

  • Q : University of iowa finish in six years....
    Basic Statistics :

    Assume that 65% of all those who enroll at the university of Iowa finish in six years. What is the probability that 5 freshman selected at random will all finish in six years?

  • Q : Probability of a male birth....
    Basic Statistics :

    Suppose that the probability of a male birth is 0.5 and that the binomial distribution is applicable. Determine the probability that a couple with a) 3 children has at least 2 boys;2)5 children has

  • Q : Level of confidence....
    Basic Statistics :

    Given the level of confidence of 95% and population standard deviation of 11, answer the following: What other information is essential to find out the sample size (n)?

  • Q : Covariance of the two payment times....
    Basic Statistics :

    Compute the covariance of the two payment times.

  • Q : Results of the public opinion poll....
    Basic Statistics :

    Results of the public opinion poll reported on the Internet indicated that 69% of the respondents rated the cost of gasoline as a crisis or major problem.

  • Q : Determine the expected time in minutes....
    Basic Statistics :

    Determine the expected time in minutes before the first buy after the site opens? Provide your answer to four decimal places.

  • Q : Life insurance policyholders....
    Basic Statistics :

    Ten percent of the company's life insurance policyholders are smokers. The rest are nonsmokers. For each and every nonsmoker, the probability of dying throughout the year is 0.01.

  • Q : Rejection region of the hypothesis test....
    Basic Statistics :

    The rejection region of the hypothesis test is F>F(0.05,11,11)=2.82 and the test statistic is F=2.2644 at a level of the significance 0.05. How would you find out the p-value of this test? (Pleas

  • Q : Determine the probability the pitcher permits....
    Basic Statistics :

    A professional baseball pitcher permits no runs in the inning 67% of the time. Suppose that the pitcher's performance in one inning is independent of his performance in the other innings. Determine

  • Q : Determine the rejection region....
    Basic Statistics :

    For the level of significance 0.10 and given v1=20, v2=30, determine the rejection region which should be employed to test the null hypothesis sigma1^2 = sigma2^2 against the alternate hypothesis si

  • Q : Determine the rejection region....
    Basic Statistics :

    For the level of significance 0.10 and given v1=20, v2=30, determine the rejection region which should be employed to test the null hypothesis sigma1^2 = sigma2^2 against the alternate hypothesis si

  • Q : Linear relationship between monthly sales....
    Basic Statistics :

    Employ the hypothesis test to find whether there is linear relationship between Monthly Sales and the Month of the sale at the 0.05 significance level

  • Q : One of the cell means is missing....
    Basic Statistics :

    What value for the missing mean would consequence in no interaction (SS = 0)? Note that the values shown in the matrix are treatment means. As well note that one of the cell means is missing.

  • Q : Misprinting is random what is the probability....
    Basic Statistics :

    A book has 500 misprints in 500 pages. Assuming misprinting is random what is the probability of at least 3 misprints on a page? (Use Poisson)

  • Q : Sex distributions to be equally probable....
    Basic Statistics :

    Supposing all sex distributions to be equally probable, what proportion of the families with exactly six children must be expected to have three boys as well as three girls?

  • Q : Ms between treatments....
    Basic Statistics :

    An analysis of variance is employed to assess the mean differences among three treatment situations. The analysis produces SSwithin treatments = 20, SSbetween treatments = 40, and SStotal = 60. For

  • Q : Certain kind of stainless steel powder....
    Basic Statistics :

    A certain kind of stainless steel powder is supposed to have the mean particle diameter of μ = 15 μm. A random sample of 87 particles had the mean diameter of 15.2 μm, with standard deviati

  • Q : Determine the cumulative distribution function....
    Basic Statistics :

    Let X denotes the amount of money the player receives. Determine the cumulative distribution function (the equation) of X? NOTE: This will most likely be a mixed distribution due to the spinner.

  • Q : Liquid form of the penicillin....
    Basic Statistics :

    A liquid form of the penicillin manufactured by a pharmaceutical firm is sold in bulk at a price of $200 per unit. If the total production cost (in dollars) for X units is:

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