• Q : What are the values of the test statistic....
    Basic Statistics :

    What are the values of the (1) test statistic, (2-3) critical values and the (4) smallest level of significance at which the null hypothesis can still be rejected when a 5% level of significance is

  • Q : Probability of obtaining a result....
    Basic Statistics :

    A teacher instituted a new reading program at school. After 10 weeks in the program it was found that the mean reading speed of a random sample of 19 second grade students was 92.9 wpm. What might y

  • Q : Average for the general population of elementary school....
    Basic Statistics :

    A random sample of 75 students at a private elementary school is tested and has a mean intelligence test score of 103.5. The average for the general population of elementary school children is 100 (

  • Q : Speed of second grade students....
    Basic Statistics :

    The reading speed of second grade students in large city is approximately normal, with a mean on 90 words per minute and standard deviation of 10 wpm complete parts a-c C)

  • Q : What is the required sample size....
    Basic Statistics :

    Assume that you are expecting a medium effect size, ? = 0.05, and a minimum power of 0.80. Your experiment utilizes three (3) groups. What is the required sample size (a priori)? How many data point

  • Q : Mean reading rate....
    Basic Statistics :

    What is the probability that a random sample of 13 second grad students from the city results in a mean reading rate of more than 95 wpm? The probability is ____(Round to four decimal places as need

  • Q : Contain no defective tubas....
    Basic Statistics :

    Jinbao produces tubas and ships them in lots of twenty. Suppose that 60% of all such lots contain no defective tubas, 30% contain one defective, and 10% contain two defectives. Now suppose that a lo

  • Q : Contain no defective tubas....
    Basic Statistics :

    Jinbao produces tubas and ships them in lots of twenty. Suppose that 60% of all such lots contain no defective tubas, 30% contain one defective, and 10% contain two defectives. Now suppose that a lo

  • Q : Question regarding the statistical procedures....
    Basic Statistics :

    Nonparametric procedures are usually not our first choice among statistical procedures because

  • Q : Average error in prediction....
    Basic Statistics :

    If the advisor uses each student's high school GPA to predict his/her freshman-year GPA, what happens to the average error in prediction relative to not using high school GPA to predict freshman-yea

  • Q : President a low approval rating....
    Basic Statistics :

    A recent news report indicated that out of 105 people polled, 65 men and 15 women had given the president a high approval rating, while 15 men and 10 women had given the president a low approval rat

  • Q : Standardized math achievement test....
    Basic Statistics :

    If you are interested in how well students perform on a standardized math achievement test after they have completed a six-week math unit in either a computer-assisted class, a videotaped course, or

  • Q : Independent-related samples anova....
    Basic Statistics :

    When an experiment design has two factors but one factor involves related samples while the other factor involves independent samples, we should perform a:

  • Q : Interaction effect indicates....
    Basic Statistics :

    A significant interaction effect indicates that: The influence of one factor is not the same for each level of the other factor.

  • Q : Increase in the power of anova....
    Basic Statistics :

    Which of the following would not result in an increase in the power of ANOVA?

  • Q : Distribution of all possible values....
    Basic Statistics :

    Distribution of all possible values of F regardless of whether H0 is true or false. Sampling distribution showing all values of F that occur when H0 is true and all conditions represent one population

  • Q : Major differences between the t-test and anova....
    Basic Statistics :

    In terms of hypotheses, one of the major differences between the t-test and ANOVA is that:

  • Q : Determine the standard error of the mean....
    Basic Statistics :

    A sample of 230 observations is selected from a normal population for which the population standard deviation is known to be 24. The sample mean is 18. Determine the standard error of the mean

  • Q : Chi-square test for independence....
    Basic Statistics :

    Run the Chi-Square test for independence using the calculator in the module. Note that StatCrunch does NOT support this type of Chi-Square.

  • Q : Probability distribution correctly captures the demand for s....
    Basic Statistics :

    The boy has tracked demand over his first few months and he has determined that the following probability distribution correctly captures the demand for sandwiches each day:

  • Q : Point estimate and an interval estimate....
    Basic Statistics :

    The maximum error of estimate is a function of three factors: the level of confidence, sample size and standard deviation. T-F, and why or why not? Explain the difference between a point estimate an

  • Q : Probability of selecting a boy....
    Basic Statistics :

    In Study Hall 3 of the 16 girls have red hair and 2 of the 15 boys have red hair. What is the probability of selecting a boy or a red haired person to run an errand for the teacher.

  • Q : Individual performance for yearling weight....
    Basic Statistics :

    A rancher runs a closed herd of breedin cattle.He keeps and breeds the top 3%of bull calves based on individual performance for yearling weight. His sires avg 3 years of age when their offspring are

  • Q : Proportion of calves with lesions....
    Basic Statistics :

    One article reports that in a sample of 355 calves less than 4 days old, 106 had lesions on their bronchial lymph nodes, while in a sample of 467 calves more than 4 years old, 147 had such lesions.

  • Q : Average number of energy drinks....
    Basic Statistics :

    One article reports that in a sample of 413 male college students, the average number of energy drinks consumed per month was 2.49 with a standard deviation of 4.87, and in a sample of 382 female co

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