Empirical Results With Replacement 1. L 2. L 4. GR 7. o 10. R 13. GR 16. O 19. L 22. GR 5. B 8. GR 11. L 14. L 17. O 20. YY 23. L 3. YY 6. L 9. YY 12. L 15. YY 18. R 21. YY 24. O count of RB's and BR's/24 P(R₁1 G₂) = number of RG's/24 P(G₂|R₁) = number of RG's/number of R's as first number P(no yellows) = counts with no Y's/24 Without Replacement 1. GR 2. L P(doubles) = counts of doubles/24 P(not doubles) = counts of not doubles/24 4. O 7. L 10. O 13. L 16. GR 19. YY 22. YY 5. YY With Replacement 8. GR 11. O 14. GR 17. L 20. o 23. GR 3. R 6. L 9. YY 12. R 15. YY 18. L Step 4: Now use the data from your table below to calculate the empirical probability questions. Leave your answers in unreduced fractional form. For example, you count how many times both are red out of the 24 picks for the first one. Empirical Probabilities Probability P(2 reds) = count of RR/24 P(R₁ B₂ OR B₁ R₂) 21. B 24. L Without Replacement

Empirical Results With Replacement 1. L 2. L 4. GR 7. o 10. R 13. GR 16. O 19. L 22. GR 5. B 8. GR 11. L 14. L 17. O 20. YY 23. L 3. YY 6. L 9. YY 12. L 15. YY 18. R 21. YY 24. O count of RB's and BR's/24 P(R₁1 G₂) = number of RG's/24 P(G₂|R₁) = number of RG's/number of R's as first number P(no yellows) = counts with no Y's/24 Without Replacement 1. GR 2. L P(doubles) = counts of doubles/24 P(not doubles) = counts of not doubles/24 4. O 7. L 10. O 13. L 16. GR 19. YY 22. YY 5. YY With Replacement 8. GR 11. O 14. GR 17. L 20. o 23. GR 3. R 6. L 9. YY 12. R 15. YY 18. L Step 4: Now use the data from your table below to calculate the empirical probability questions. Leave your answers in unreduced fractional form. For example, you count how many times both are red out of the 24 picks for the first one. Empirical Probabilities Probability P(2 reds) = count of RR/24 P(R₁ B₂ OR B₁ R₂) 21. B 24. L Without Replacement

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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