The accompanying data was obtained in an experiment to investigate whether compressive strength of concrete cylinders depends on the type of capping material used (factor A) or variability in different batches (factor 3). Each number is a cell total (X.) based on K = 3 observations. Batch 1 2 3 4 5 1 1846 1943 1935 1888 1796 Capping Material 2 1778 1850 1791 1785 1626 3 1804 1891 1890 1891 1758 In addition, XXXXX2 - 16,807,272 and Ex. 50,407,758. The hypotheses are as follows: Mogi do? - 0 Hoi 442 43 m 0 Tag: 0 - 0 Magi og > 0 Hot at least one Mas: 0 Obtain the ANOVA table and then test at level 0.01 the hypotheses Hoo versus Hac Hoxversus Has and Hoa versus Has assuming that capping is a fixed effect and batches is a random effect. (Round your answers to two decimal places.) Source df SS MS A 2 4 AB B Error 30 44 Total Test for an interaction. Find the critical value. (Round your answer to two decimal places.) Test for an interaction. Find the critical value. (Round your answer to two decimal places.) Fanny State the conclusion in the problem context. Fail to reject Hoo. The data suggests that there is an interaction. Fail to reject Mog. The data does not suggest that there is an interaction. Reject Hog. The data suggests that there is an interaction Reject Hog. The data does not suggest that there is an interaction. Test for a capping effect. Find the critical value. (Round your answer to two decimal places.) State the conclusion in the problem context. Reject Hon. The data suggests that there is a capping effect. Fail to reject Hon. The data suggests that there is a capping effect. Reject Hoa. The data does not suggest that there is a capping effect. Fail to reject Hoa. The data does not suggest that there is a capping effect. Test for a batch effect. Find the critical value. (Round your answer to two decimal places.) Farin The accompanying data was obtained in an experiment to investigate whether compressive strength of concrete cylinders depends on the type of capping material used (factor A) or variability in different batches (factor 3). Each number is a cell total (X.) based on K = 3 observations. Batch 1 2 3 4 5 1 1846 1943 1935 1888 1796 Capping Material 2 1778 1850 1791 1785 1626 3 1804 1891 1890 1891 1758 In addition, XXXXX2 - 16,807,272 and Ex. 50,407,758. The hypotheses are as follows: Mogi do? - 0 Hoi 442 43 m 0 Tag: 0 - 0 Magi og > 0 Hot at least one Mas: 0 Obtain the ANOVA table and then test at level 0.01 the hypotheses Hoo versus Hac Hoxversus Has and Hoa versus Has assuming that capping is a fixed effect and batches is a random effect. (Round your answers to two decimal places.) Source df SS MS A 2 4 AB B Error 30 44 Total Test for an interaction. Find the critical value. (Round your answer to two decimal places.) Test for an interaction. Find the critical value. (Round your answer to two decimal places.) Fanny State the conclusion in the problem context. Fail to reject Hoo. The data suggests that there is an interaction. Fail to reject Mog. The data does not suggest that there is an interaction. Reject Hog. The data suggests that there is an interaction Reject Hog. The data does not suggest that there is an interaction. Test for a capping effect. Find the critical value. (Round your answer to two decimal places.) State the conclusion in the problem context. Reject Hon. The data suggests that there is a capping effect. Fail to reject Hon. The data suggests that there is a capping effect. Reject Hoa. The data does not suggest that there is a capping effect. Fail to reject Hoa. The data does not suggest that there is a capping effect. Test for a batch effect. Find the critical value. (Round your answer to two decimal places.) Farin
