4) In Table 1, a) What level of literacy is the mode? Explain. Primary school is the mode, having the most participants in both groups reporting it as level of literacy (n=335, 77.4%) in control group and (n=173, 73.1%) in uncontrolled. b) What sex is the mode? Explain. Female is the mode, having the most participants in both groups reporting it as their sex (n=338, 78.1%) in control group and (n=164, 68,9%) in uncontrolled. c) What comparison was most significant? Comparison of gender between groups was the most significant d) How do you know? Smallest p- value. p = 0.001 e) What is the probability of this finding being an error? 1 in 1000 chance f) Would any significant findings in this table disappear if we used an alpha of .01? Explain. Yes, the significant finding in comparing BMIs across the two groups (p=0.04) would no longer be significant with this new alpha. It was previously significant because it was lower than the alpha .05. g) With regard to the age comparison, what type of correlation can be used to examine relations (rather than comparisons) between the same pair of variables? Point biserial correlation