History Bookmarks Profiles Tab Window Help Study 4 X What is the difference between X +...

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History Bookmarks Profiles Tab Window Help Study 4 X What is the difference between X + om/d21/le/content/3361784/viewContent/36563034/View [Answered] A run... - Automatic Zoom 1. Why are the "With Replacement" and "Without Replacement" probabilities different in Table 2? 1 of 1 G 47% 2. Convert P(no yellows) to decimal format for both Theoretical "With Replacement" and for Empirical "With Replacement". Round to four decimal places. a. Theoretical "With Replacement": P(no yellows) = b. Empirical "With Replacement": P(no yellows) = c. Are the decimal values "close"? Did you expect them to be closer together or farther apart? Why? 3. If you increased the number of times you picked two M&Ms to 240 times, would empirical probability values change? Explain your reasoning. 4. Would the change in #3 cause the empirical probabilities and theoretical probabilities to be closer together or farther apart? How do you know? 5. Explain the differences in what P(G1 AND R2) and P(R1|G2) represent. Hint: Think about the sample space for each probability. FEB A tv @ W X History Bookmarks Profiles Tab Window Help Study 4 X What is the difference between X + om/d21/le/content/3361784/viewContent/36563034/View [Answered] A run... - Automatic Zoom 1. Why are the "With Replacement" and "Without Replacement" probabilities different in Table 2? 1 of 1 G 47% 2. Convert P(no yellows) to decimal format for both Theoretical "With Replacement" and for Empirical "With Replacement". Round to four decimal places. a. Theoretical "With Replacement": P(no yellows) = b. Empirical "With Replacement": P(no yellows) = c. Are the decimal values "close"? Did you expect them to be closer together or farther apart? Why? 3. If you increased the number of times you picked two M&Ms to 240 times, would empirical probability values change? Explain your reasoning. 4. Would the change in #3 cause the empirical probabilities and theoretical probabilities to be closer together or farther apart? How do you know? 5. Explain the differences in what P(G1 AND R2) and P(R1|G2) represent. Hint: Think about the sample space for each probability. FEB A tv @ W X