Passed at the advanced level: 41−48 items correct

Failed: 0−35 items correct

Percent in 2003

82%

50%

18%

Percent in 2004

93%

59%

7%

slaggingV
2021-08-16
Answered

Classify each of the studies as either descriptive or inferential. Explain your answers. In an article titled “Teaching and Assessing Information Literacy in a Geography Program” (Journal of Geography, Vol. 104, No. 1, pp. 17-23), Dr. M. Kimsey and S. Lynn Cameron reported results from an on-line assessment instrument given to senior geography students at one institution of higher learning. The results for level of performance of 22 senior geography majors in 2003 and 29 senior geography majors in 2004 are presented in the following table. Level of performance Met the standard: 36−48 items correct Passed at the advanced level: 41−48 items correct Failed: 0−35 items correct Percent in 2003 82%50%18% Percent in 2004 93%59%7%
Level of performance
Met the standard:
36−48 items correct

Passed at the advanced level: 41−48 items correct

Failed: 0−35 items correct

Percent in 2003

82%

50%

18%

Percent in 2004

93%

59%

7%

Passed at the advanced level: 41−48 items correct

Failed: 0−35 items correct

Percent in 2003

82%

50%

18%

Percent in 2004

93%

59%

7%

You can still ask an expert for help

Ezra Herbert

Answered 2021-08-17
Author has **99** answers

This data is descriptive because it merely DESCRIBES and collects the pass/fail percentage over the course of 2 years.

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At a High school, 70% of the seniors have taken an advance calculus course. Of those who have taken Advanced Calculus, 60% will apply for a Pre-Health science major when they apply for college admission. Of those who have not taken advanced calculus, 40% will apply for a Pre-Health science major when they apply for college admission. A senior is selected at random. What is the probability that the senior have taken advanced calculus, given that the senior will apply for a pre-health science major?

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Assume that all the distributions are normal, average is always taken to be the arithmetic mean xˉ or μ. A college Physical Education Department offered an Advanced First Air course last semester. The scores on the comprehensive final exam were normally distributed, and the the z scores for some of the students are shown below:
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Find the final form of the median and range for uniform distribution (0,1) for order statistics.

Find the final form of the median and range for uniform distribution (0,1) for order statistics.