SOLVE IT USING THE STEPWISE METHOD, REFERENCE PROVIDED BELOW IN THE SAMPLE!

Direction: Answer the following comprehensively. The given data showed the effectiveness of a modular approach as perceived by high school teachers. The responses indicate that: 4 - for very effective, 3 - for effective, 2 - for less effective, and 1 - for ineffective. Sex Teaching Position Responses 1 NAWAWWANNWNANAN Legend: Sex Teaching Position 1 - Male 1 - basic teacher 2 - Female 2 - master teacher 3 - head teacher SOLVE BY THE STEPWISE METHOD: (Assume that the data is not-normally distributed) Problem 1. Is there a significant difference in the effectiveness of modular approach as perceived by high school teachers when classified as to sex? Problem 2. Is there a significant difference in the effectiveness of modular approach as perceived by high school teachers when classified as to teaching position?Solving by the stepwise method: I. Problems Are there significant differences in the mean scores using the three different methods of teaching in English? Il. Hypotheses: He: There are no significant differences in the mean scores using the three different methods of teaching English. Thi: There are stanificant differences In the mean scores using the three different methods of teaching English. Ill. Level of significance: dich-1-3-1-2 X'at 5.591 [use the chi-square value in comparing the H-value] IV. Stathilet Kruckal-WaNis Test (H-test] V. Decision Rule: if the H-computed value & greater than the X ub vor value, reject Ha V1. Conclusion: Since the H computed value of 19.9 is greater than the X tabular value of 5.941 at 05 level of significance with 2 degrees of freedom, the null hypothesis is rejected in favor of the research hypothesis. This means that there are significant differences In the mean score