performance-enhancing Suppose that a test for drugs is 85% accurate (It will correctly detect 85% of people who use such drugs and will correctly detect 85% who do not). Suppose that, 5% of the 1600 athletes in a major meet have actually taken performance-enhancing drugs, and all athletes are given the drug test. Complete parts (a) through (c) below. Test finds drug use Test finds no drug use Total Users 68 12 80 Non-Users 228 1292 1520 Total 296 1304 1600 a. Verify that the entries in the table above agree with the information given. Explain each entry. The table shows a total of athletes tested. The total number of athletes using performance-enhancing drugs is which is% of the total athletes tested. The test correctly detected athletes using, which is % of the total athletes using. The test correctly detected athletes not using, which is % of the total athletes not using. Therefore, the table with the information given. (Type whole numbers.)

performance-enhancing Suppose that a test for drugs is 85% accurate (It will correctly detect 85% of people who use such drugs and will correctly detect 85% who do not). Suppose that, 5% of the 1600 athletes in a major meet have actually taken performance-enhancing drugs, and all athletes are given the drug test. Complete parts (a) through (c) below. Test finds drug use Test finds no drug use Total Users 68 12 80 Non-Users 228 1292 1520 Total 296 1304 1600 a. Verify that the entries in the table above agree with the information given. Explain each entry. The table shows a total of athletes tested. The total number of athletes using performance-enhancing drugs is which is% of the total athletes tested. The test correctly detected athletes using, which is % of the total athletes using. The test correctly detected athletes not using, which is % of the total athletes not using. Therefore, the table with the information given. (Type whole numbers.)

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter10: Sequences, Series, And Probability

Section10.8: Probability

Problem 32E

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