Two standardized tests, test A and test B, use very different scales. Assume that in one...

  

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Two standardized tests, test A and test B, use very different scales. Assume that in one year the distribution of scores on test A can be modeled by N(700, 125) and scores on test B can be modeled by N(31, 5). If an applicant to a university has taken test A and scored 1130 and another student has taken test B and scored 40, compare these students' scores using z-values. Which one has a higher relative score? Explain. The z-value of the test A score is ZA = (Round to two decimal places as needed.) Two standardized tests, test A and test B, use very different scales. Assume that in one year the distribution of scores on test A can be modeled by N(700, 125) and scores on test B can be modeled by N(31, 5). If an applicant to a university has taken test A and scored 1130 and another student has taken test B and scored 40, compare these students' scores using z-values. Which one has a higher relative score? Explain. The z-value of the test A score is ZA = (Round to two decimal places as needed.)