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c. What is probability of rolling the 6 dice twice and seeing the C condition in both rolls? Suppose you now roll 12 'fair' dice (not 6 dice rolled 2 times; you use 12 distinct dice) d. What is probability of seeing exactly 2 dice for each number (1 to 6)? e. Explain why the answer to d is the either the same or not the same as the answer to c?

c. What is probability of rolling the 6 dice twice and seeing the C condition in both rolls? Suppose you now roll 12 'fair' dice (not 6 dice rolled 2 times; you use 12 distinct dice) d. What is probability of seeing exactly 2 dice for each number (1 to 6)? e. Explain why the answer to d is the either the same or not the same as the answer to c?

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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c. What is probability of rolling the 6 dice twice and seeing the C condition in both rolls? Suppose you now roll 12 'fair' dice (not 6 dice rolled 2 times; you use 12 distinct dice) d. What is probability of seeing exactly 2 dice for each number (1 to 6)? e. Explain why the answer to d is the either the same or not the same as the answer to c?
Transcribed Image Text:c. What is probability of rolling the 6 dice twice and seeing the C condition in both rolls? Suppose you now roll 12 'fair' dice (not 6 dice rolled 2 times; you use 12 distinct dice) d. What is probability of seeing exactly 2 dice for each number (1 to 6)? e. Explain why the answer to d is the either the same or not the same as the answer to c?
4. Suppose you roll 6 'fair' dice (each has six sides numbered 1 to 6 and each side has an equal 1/6 probability of showing). Let event A be the case where exactly two dice show a number less than 3 (1 or 2). Let event B be the case where where exactly two dice show a number greater than 4 (5 or 6)) Let event C be the case where every die shows a different number.
Transcribed Image Text:4. Suppose you roll 6 'fair' dice (each has six sides numbered 1 to 6 and each side has an equal 1/6 probability of showing). Let event A be the case where exactly two dice show a number less than 3 (1 or 2). Let event B be the case where where exactly two dice show a number greater than 4 (5 or 6)) Let event C be the case where every die shows a different number.
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