Which of the following statements is false?
a. Seaborn refers to the following type of graph as a bar plot:
b. For 600 rolls, we expect about 100 occurrences of each die face. As we run the simulation for 60,000 die rolls, the bars will become much closer in size. At 6,000,000 die rolls, they’ll appear to be exactly the same size. This is the “principal of least privilege” at work.
c. The second screen capture below shows the results for 6,000,000 rolls—surely something you’d never do by hand! In this case, we expect about 1,000,000 of each face, and the frequency bars appear to be identical in length (they’re close but not exactly the same length).
d. With large numbers of die rolls, the frequency percentages are much closer to the expected 16.667%.
b. For 600 rolls, we expect about 100 occurrences of each die face. As we run the simulation for 60,000 die rolls, the bars will become much closer in size. At 6,000,000 die rolls, they’ll appear to be exactly the same size. This is the “principal of least privilege” at work.
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