Past studies on attitudes towards gun control have consistently shown that female are more supportive of stricter gun control laws than males. gun_control is the same outcome as above (coded 0=Oppose and 1=Favor stricter gun control laws). female is coded such that males are Group 1 and Females are Group 2. Use the following STATA output to test the one-sided alternative hypothesis that the true proportion of females who support stricter gun control laws is higher than the true proportion of males who support stricter gun control laws at the .05 level. prtest gun_control if regista=1, by (female) Two-sample test of proportions 0. Male: Number of obs = 426 1. Female: Number of obs = 445 Variable | Mean Std. Err. Z P>|ZI [95% Conf. Interval] 1. Male . 5375587 . 0241566 . 4902125 . 5849048 2. Female . 6337079 . 0228391 . 5889441 . 6784716 diff - . 0961492 033244 -. 1613063 - . 0309921 under Ho: . 0333786 XXXXX 0.004 diff = prop (1. Male) - prop (2. Female) Z = -2.8806 Ho: diff = 0 Ha: diff 0 Pr (2 Iz|) = 0.0040 Pr (Z > 2) = 0.9980 (a) (2 points) What are the null and alternative hypotheses? (b) (8 points) What is your conclusion? Make sure you compute and report both the observed test statistic and p-value (and what you are comparing these against)