Test the null hypothesis of independence of the two classifications A and B of the accompanying contingency table. Use -0.05 Click the icon to view the ta Specify the null and alternative hypotheses. Choose the comnect answer below OA. H₂: The row and column classifications are dependent H, The row and column classifications are independent OB H₂ The row and column classifications independent H,: The row and column classifications are dependent OC. H₂ The classifications A, and B, are independent H. The classifications A, and B, are dependent Find the test statistic ✓ (Round to the nearest hundredth as needed.) Specify the rejection region. Choose the comect answer below OA²>384106 OB²>15.5073 OC. >9.48773 OD 16.9190 State the conclusion. Choose the correct answer below OA. Fail to reject H₂, there is insufficient evidence to indicate the row and column classification are dependent at 0.05. OB. Reject H₂, there is insufficient evidence to indicate the row and column classification are dependent at 0.05 OC. Reject H₂, there is sufficient evidence to indicate the row and column classification are dependent at 0.05. OD. Fail to reject H₂, there is sufficient evidence to indicate the row and column classification are dependent at -0.05. 1: Data Table A₂ A₂ 8, 41 63 31 B B₂ 73 53 37 8₂ 43 70 30