Create a bootstrap distribution. In StotKey under the middle pane labeled 'Bootstrap Condence Intervais', click CI for Difference in Proportions Click 'Edit Data', then enter in the count and sample size for each group. Make Group 1 Mason and Group 2 UVA. Next, click 'Generate 1000 Samples.' Take a screenshot of your bootstrap distribution including the mean and standard error and paste it in your solutions document. Describe the shape of the bootstrap distribution. Construct a 95% bootstrap confidence interval using the J: 28E method. Show all work and present your answer as (lower value, upper value). Interpret the meaning of the confidence interval in context. Does your 95% confidence interval capture 0? Based on your answer, can we infer anything about whether a difference exists between the universities? Answer these questions in the contextof the problem in one or two sentences. Construct a 99% confidence interval using the percentile method in StotKey. Go to the top left corner of the distribution and click 'Two -Tail' and then enter in the percentile values needed based on the significance level. Present a screenshot of your bootstrap distribution (with the blue boxes visible) and write your answer as (lower value, upper value)