For the following scenario, choose the appropriate statistical test. SCENARIO: The US Supreme Court considered a case involving the exam for firefighter lieutenant in the city of New Haven, Connecticut. Results from the test are shown in the table below. Passed Failed White Candidates 17 16 Minority Candidates 9 25 We would like to test the claim that results from the test should be thrown out because they are discriminatory, in other words, that results are independent of the candidate race. O One-Way ANOVA Test O Hypothesis Test for Two Means O Chi-Square Goodness-of-Fit O Hypothesis Test for Two Proportions O Chi-Square Independence Test

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For the following scenario, choose the appropriate statistical test.
SCENARIO: The US Supreme Court considered a case involving the exam for fırefighter lieutenant in the city of New Haven,
Connecticut. Results from the test are shown in the table below.
Passed Failed
White Candidates
17
16
Minority Candidates 9
25
We would like to test the claim that results from the test should be thrown out because they are discriminatory, in other
words, that results are independent of the candidate race.
O One-Way ANOVA Test
O Hypothesis Test for Two Means
O Chi-Square Goodness-of-Fit
O Hypothesis Test for Two Proportions
O Chi-Square Independence Test
Transcribed Image Text:For the following scenario, choose the appropriate statistical test. SCENARIO: The US Supreme Court considered a case involving the exam for fırefighter lieutenant in the city of New Haven, Connecticut. Results from the test are shown in the table below. Passed Failed White Candidates 17 16 Minority Candidates 9 25 We would like to test the claim that results from the test should be thrown out because they are discriminatory, in other words, that results are independent of the candidate race. O One-Way ANOVA Test O Hypothesis Test for Two Means O Chi-Square Goodness-of-Fit O Hypothesis Test for Two Proportions O Chi-Square Independence Test
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