Sample 1 Sample 2 Sample 3 Sample 4 Sample 5 Sample 6 Sample 7 Sample 8 Actual Population values 25 M 60 49% F 40 51% Zo White 48 76 61% % Black 12 12% % Hispanic 36 16 AOGGE AANAS 18% % Asian 0 4% % Other 6% Sample 1 Sample 2 Sample 3 Sample 4 Sample 5 Sample 6 Sample 7 Sample 8 Actual Population values 100 100 100 100 100 100 100 % M 49 49% % F 51 51% Zo White 56 64 ONG8 168 62 61% % Black 8 12% % Hispanic 25 19 18% 20 Asian o 4% . U % Other 6% Sample 1 Sample 2 Sample 3 n - 700 700 700 700 Sample 4 Sample 5 Sample 6 Sample 7 Sample 8 700 700 Actual Population values 700 % M 48 44 49 50 44 49% % F 50 55 51% White 58 60 61% % Black 12 60 16 10 12% % Hispanic 20 19 18% % Asian %% Other 6% Look at the results for the three sample sizes: n= 25, n = 100, n = 700, focusing on the % of white individuals in each sample. Compare across the eight different samples we collected in class (one from each student) a) For n = 25: across the 8 samples, what was the lowest % of white individuals that anyone found, and what was the highest? Type your answer as: a) n=25, lowest = highest = b) For n = 100: across the 8 samples, what was the lowest % of white individuals that anyone found, and what was the highest? Type your answer as: a) n=100, lowest = highest = c) For n = 700: across the 8 samples, what was the lowest % of white individuals that anyone found, and what was the highest? Type your answer as: a) n=700, lowest = highest = d) Consider the consistency of sampling as the sample size increased, in terms how similar the samples' distributions were to each other, and how close they were to the population distribution. What happened as the sample size went from n = 25 to n = 100 to n = 700? Answer in 1-2 sentences QUESTION 7 in a normal distribution, if a person has a z-score = +.75, what percentage of scores are higher than theirs