Place three marbles – red, blue, and green-- in a container. Draw a marble, record its col our, return it, mix the marbles, draw again, and record 8. What do you think would be the effect on the outcomes if the first marble was not replaced before the second was drawn? 9. Try the experiment 18 times without replacement. List your pairs below. 10. Draw tree diagrams for the two experiments and write the theoretical probabilit ies for each experiment. 11. How does drawing with replacement change the probabilities? 12. Illustrate your answer to problem 8 by finding: a) P (red and blue, with replacement) = .... b) P (red and blue without replacement) =. 13. Two regular dice are thrown i. What is the sample space of this experiment? i. What is the probability that you will have a sum greater than 20? iii. Find the probability of the two numbers being the same?

Place three marbles – red, blue, and green-- in a container. Draw a marble, record its col our, return it, mix the marbles, draw again, and record 8. What do you think would be the effect on the outcomes if the first marble was not replaced before the second was drawn? 9. Try the experiment 18 times without replacement. List your pairs below. 10. Draw tree diagrams for the two experiments and write the theoretical probabilit ies for each experiment. 11. How does drawing with replacement change the probabilities? 12. Illustrate your answer to problem 8 by finding: a) P (red and blue, with replacement) = .... b) P (red and blue without replacement) =. 13. Two regular dice are thrown i. What is the sample space of this experiment? i. What is the probability that you will have a sum greater than 20? iii. Find the probability of the two numbers being the same?

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Description: Place three marbles – red, blue, and green-- in a container. Draw a marble, record its colour, return it, mix the marbles, draw again, and record.8. What do you think would be the effect on the outcomes if the first marble wasnot replaced before the

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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