1. The sampling frame is the
    1. desired population from which the sample should be drawn
    2. actual population from which the sample is drawn
    3. desired population from which the sample is drawn
    4. actual population from which the sample should be drawn
  2. The formula for the normal curve
    1. is unknown
    2. contains a squared mean deviation score
    3. requires many lines for which to express its complexity
    4. is based on both the sine and cosine function
  3. If a normally distributed population has a mean of 50 and standard deviation of 10, about what percentage of values are between 40 and 60?
  4. a. 100   b. 680   c. 340   d. 990  

  5. Reporting a margin of error about a sample mean is an example of a
  6. a. hypothesis test   b. confidence interval   c. sample statistic   d. random simulation  

  7. What is the probability that a randomly selected value from a normal distribution has a standard score larger than 5?
  8. a. 0.000000287   b. 0.500000000   c. 1.000000000   d. 0.028700000  

  9. For a normal distribution, the mean must be _____ and the standard deviation must be _____.
    1. B. negative, zero or positive; negative, zero or positive;
    2. positive; positive
    3. negative, zero or positive; positive
    4. positive; negative, zero or positive
  10. If many samples were taken,
    1. sampling variation would diminish
    2. a procedural error has occurred
    3. then a different value of Y would be observed for each sample
    4. the population mean would demonstrate variability
  11. The primary difficulty in obtaining the true population values, such as for the population mean, is
    1. lack of funding
    2. lack of understanding of statistical principles
    3. improper computer analysis
    4. random fluctuation
  12. A population value is
  13. a. known   b. unknown   c. directly calculated   d. of secondary interest  

  14. If a given distribution has a mean of 50 with an SD of 5, a score of 65 could be represented by "z" =
  15. a. -2   b. +1   c. +3   d. +2