Chapter 2: Q 4.4. (page 103)
Now mark the approximate location of the mean. Explain why the mean and median have the relationship that they do in this case.
Short Answer
The curve is
Chapter 2: Q 4.4. (page 103)
Now mark the approximate location of the mean. Explain why the mean and median have the relationship that they do in this case.
The curve is
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Get started for freeT2.11. As part of the President's Challenge, students can attempt to earn the Presidential Physical Fitness Award or the National Physical Fitness Award by meeting qualifying standards in five events: curl-ups, shuttle run, sit and reach, one-mile run, and pull-ups. The qualifying standards are based on the School Population Fitness Survey. For the Presidential award, the standard for each event is the percentile of the results for a specific age group and gender among students who participated in the survey. For the National award, the standard is the percentile. To win either award, a student must meet the qualifying standard for all five events.
Jane, who is years old, did curl-ups in one minute. Matt, who is years old, also did curl-ups in one minute. The qualifying standard for the Presidential award is curl-ups for Jane and curl-ups for Matt. For the National award, the standards are and , respectively.
(a) Compare Jane's and Matt's performances using percentiles. Explain in language simple enough for someone who knows little statistics to understand.
(b) Who has the higher standardized value (-score), Jane or Matt? Justify your answer.
Computer use Mrs. Causey asked her students how much time they had spent using a computer during the previous week. The following figure shows a cumulative relative frequency graph of her students’ responses.
(a) At what percentile does a student who used her computer for hours last week fall?
(b) Estimate the median, , and from the graph. Are there any outliers
Trace the density curve onto your paper. Mark the approximate location of the median.
T2.8. Which of the following is not correct about a standard Normal distribution?
(a) The proportion of scores that satisfy is .
(b) The proportion of scores that satisfy is .
(c) The proportion of scores that satisfy is .
(d) The proportion of scores that satisfy is .
(e) The proportion of scores that satisfyis .
Light it up! The graph below is a cumulative relative frequency graph showing the lifetimes (in hours) of lamps.
(a) Estimate the percentile of this distribution. Show your method.
(b) What is the percentile for a lamp that lasted hours?
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