The organizers of a mentoring program are curious about whether there are differences in outcomes when the gender of the mentor matches the young adult mentee. They take separate random samples of \[80\] young adults with either the same-gender or different-gender mentors to see the difference between the sample proportions \[(\hat{p}_\text{S}-\hat{p}_\text{D})\]. Suppose that \[90\%\] of young adults with same-gender mentors get jobs while \[84\%\] different-gender mentors get jobs. What will be the shape of the sampling distribution of \[\hat{p}_\text{S}-\hat{p}_\text{D}\], and why? Choose 1 answer: Choose 1 answer: