Question: Two-way Table!! Section #: Ch 5 Review Worksheet #2: Two-Way Table 1. The following table shows the type of health insurance coverage and race/ethnicity for






Two-way Table!! Section #: Ch 5 Review Worksheet #2: Two-Way Table 1. The following table shows the type of health insurance coverage and race/ethnicity for a (Source) random group of people in the U.S., from the National Health Interview Survey in 2019. Private Medicaid Uninsured White 4712 Total 1096 466 769 6274 Black 479 190 1438 Asian 449 104 44 597 Hispanic 933 581 231 1745 Total 6863 2260 931 10054 a. The column variable is b. The row variable is c. Explain why researchers cannot conduct a designed experiment to obtain data on these variables and their relationship. d. What was the sample? e. What is the sample size? f. What is the population? g. How many people that were surveyed were uninsured? h. Health insurance coverage is an example of a variable (Circle one) Qualitative Quantitative Discrete Quantitative Continuous i. Is it unusual to be uninsured in the U.S.? Use probability to explain. j. Probabilities found from this table will be (Circle one) Subjective Classical Empirical3: Ch. 5 Review WS 2 p. You are going to select a single person in the U.S. Using the two-way table, find the probability that: (Give 4 decimal places for all answers) k. They are insured by Medicaid 1. They are Asian m. That they do not have private insurance n. That they are Black and Uninsured o. That they are Black or Hispanic p. That they are Asian or on Medicaid q. Which is more likely? That a person is White or that a person has Private insurance? ExplainContinuing with the Two-Way Table Data: (Give 5 decimal places for all answers) 1. You select two people at random, with replacement, What is the probability that both of them are Uninsured? 3. You select three people at random, with replacement. What is the probability the first one you select is Hispanic, the second one is Black and the third one is White? t. You select three people at random, with replacement. What is the probability that all of them have Medicaid insurance
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