Question:-

1. Why did the 'Poor' general health group's average BMI not differ from some of the other groups' average BMI?

2. In the paragraph describe the messages conveyed in the graphs below. In doing so, please state the strength (strong/moderate/weak) and direction (positiveegative) of the relationships for each graph.

+ Oneway Descriptives COMPUTED BODY MASS INDEX 95% Confidence Interval for Std. Mean N Mean Deviation Std. Error Lower Bound Upper Bound Minimum Maximum excellent 117 2574.69 389.048 35.967 2503.45 2645.93 1941 4836 very good 191 2669.85 494.952 35.813 2599.21 2740.50 1844 4892 good 187 2860.89 532.423 38.935 2784.08 2937.70 1801 4876 fair 81 2957.28 807.284 89.698 2778.78 3135.79 1720 5803 poor 37 3081.41 858.672 141.165 2795.11 3367.70 1798 5650 Total 613 2772.79 585.580 23.651 2726.34 2819.24 1720 5803 Tests of Homogeneity of Variances Levene Statistic df1 df2 Sig. COMPUTED BODY MASS Based on Mean 12.518 4 508 000 INDEX Based on Median 10.072 4 608 000 Based on Median and 10.072 4 446.743 .000 with adjusted df Based on trimmed 11.538 4 608 .000 mean ANOVA COMPUTED BODY MASS INDEX Sum of Squares df Mean Square F Sig. Between Groups 14347653.6 4 3586913.40 11.155 000 Within Groups 195509511 608 321561.695 Total 209857164 612Trust v GDP per person*, 2018, by country % who trust science % who trust doctors 100 100 75 50 50 25 25 10 100 10 100 GDP per person*, $'000, log scale GDP per person*, $'000, log scale % who believe vaccines are safe 100 Ethiopia India Egypt Burundi Mexico Australia Kuwait Spain Britain Norway China 75 United Singapore Haiti States ran O South Togo Korea Austria Switzerland 50 France Russia Japan Belarus Ukraine 25 50 100 GDP per person*, $'000, log scale "At purchasing-power parity 1. Why did the 'Poor' general health group's average BMI not differ from some of the other groups' average BMI? (1 pt) 2. Write a short and succinct paragraph describing the messages conveyed in the graphs below. In doing so, please state the strength (strong/moderate/weak) and direction (positiveegative) of the relationships for each graph. (1 pt)