• Q : How many houses should it survey....
    Basic Statistics :

    Last year a trial survey found that 65% of houses in Morrisey township had a computer. A follow-up survey wants to find the actual number of houses with a computer to within 3% with a 95% confidence

  • Q : Confidence intervals for the proportion of invoices....
    Basic Statistics :

    Wade (Retail) looked at a random sample of 100 invoices from a large population. Eight of these contained an error. What are the 90% and 95% confidence intervals for the proportion of invoices with

  • Q : What would be the result if normal distribution had been use....
    Basic Statistics :

    If the same results had been found from a sample of 20 pieces of equipment, what would be the 95% confidence interval? What would be the result if a Normal distribution had been used?

  • Q : What are the two-sided confidence limits on weight....
    Basic Statistics :

    What is the weight Henry can be 95% confident the mean falls below? What are the two-sided confidence limits on this weight?

  • Q : Two-sided ninety percent confidence interval....
    Basic Statistics :

    What is the number of defectives they can be 95% confident that the population mean is below? What is the number of defectives they can be 95% confident that the population mean is above? How do th

  • Q : Reduce emergency room waiting times....
    Basic Statistics :

    To reduce emergency room waiting times, the hospital improved patient check-in procedures, billing, record keeping, and laboratory processes. Acute-care beds are set aside for the real emergencies a

  • Q : Problem bsed on excessive amount of pollutants....
    Basic Statistics :

    In the past, the proportion non-conforming has been 0.04. What is the probability that one of the fifteen samples taken today will contain an excessive amount of pollutants?

  • Q : Number of ways married couples seated....
    Basic Statistics :

    Four married couples have bought 8 scats in the same row for a concert. In how many different ways can they be seated?

  • Q : Problem based on beethoven symphony....
    Basic Statistics :

    A symphony orchestra has in its repertoire 30 Haydn symphonies, 15 modern works, and 9 Beethoven symphonies. Its program always consists of a Haydn symphony followed by a modern work, and then a Bee

  • Q : Productivity measures related to the number of employees....
    Basic Statistics :

    Sven Hendriksson finds that one of his productivity measures is related to the number of employees, e, and the production, n, by the equations: 10n + 3e = 45 and 2n + 5e = 31 What are the current va

  • Q : Experiencing lost-time accidents....
    Basic Statistics :

    What percentage of the employees will experience lost-time accidents in both years?

  • Q : Problem on rolling a dice twice....
    Basic Statistics :

    A die is rolled twice. Let X denote the sum of the two numbers that turn up, and Y the difference of the numbers (specifically, the number on the first roll minus the number on the second). Show tha

  • Q : Conducted a survey to develop a profile of subscribers....
    Basic Statistics :

    Foreign Affairs magazine conducted a survey to develop a profile of its subscribers (Foreign Affairs website, February 23, 2008). The following questions were asked.

  • Q : Developer of a new subdivision....
    Basic Statistics :

    A developer of a new subdivision wants to build homes that are all different. There are three different interior plans that can be combined with any of five different home exteriors. How many differ

  • Q : Appropriate for grouping the numbers....
    Basic Statistics :

    Which of the following pairs of class limits would be appropriate for grouping the numbers 10, 13, 8, and 15 ? Explain why please.

  • Q : Determine the approximate value of the percentile....
    Basic Statistics :

    The waiting times in minutes for 11 customers at a supermarket are 13,9,5,15,4,7,9,11,14,2, and 6. Determine the approximate value of the 90th percentile for these waiting times in minutes.

  • Q : Fraction of the members-democratic women....
    Basic Statistics :

    On a certain legislative committee, 3/8 of the members are Republicans. If 2/3 of the members are men, and 3/5 of the men are Democrats, what fraction of the members are Democratic women?

  • Q : Example of an experimental or a nonexperimental study....
    Basic Statistics :

    Downs and Abwender (2002) found neurological deficits in soccer players who are routinely hit on the head with soccer balls compared to swimmers, who are also athletes but who are not regularly hit

  • Q : Example of a hypothetical construct....
    Basic Statistics :

    Define or give an example of a hypothetical construct which include an explanation why operational definitions are needed to define and to measure constructs.

  • Q : Construct a truth table for the symbolic statement....
    Basic Statistics :

    Write the statement in symbols using the p and q given below. Then construct a truth table for the symbolic statement and select the best match.

  • Q : Goal of an experimental research study....
    Basic Statistics :

    Describe the goal of an experimental research study and identify the two elements that are necessary for an experiement to achieve its goal.

  • Q : Sequence of all heads or all tails....
    Basic Statistics :

    Explain clearly and in DETAIL why a person that simultaneously flips 10^23 pennies in the air will nevertheless invariably get 50 heads and 50 tails and will practically have to flip the pennies for

  • Q : Problem based on women-men in a committeee....
    Basic Statistics :

    A club consists of 42 women and 33 men. a) How mant ways can the club choose a chairperson and recording secretary?

  • Q : Problem based on counting overlaps....
    Basic Statistics :

    A child types the letters Q, W, E, R, T, Y randomly producing 1000 letters in all. What is the expected number of times that the sequence QQQQ appears, counting overlaps?

  • Q : What would be the index value....
    Basic Statistics :

    Three stocks have share prices of $12, $75, and $30 with total market values of $400 million, $350 million and $150 million respectively. If you were to construct a price-weighted index of the three

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