After rolling doubles on a pair of dice three times in a row, your friend exclaims, "I cannot get doubles four times in a row!" Explain why this thinking is incorrect.031Choose the correct answer below.O A. The friend is using the Multiplication Rule in conjunction with the Complement Rule to estimate the probability of rolling doubles on the fourth roll. However,the rolls are not independent, so the Multiplication Rule cannot be used.03O B. For the outcome of the dice roll to be truly random, the friend should not be making any predictions. Holding expectations for results eliminates blindnessand invalidates the experiment.O C. There is no law of averages for the short run. The three dice rolls do not affect the fourth roll of the dice.O D. With so many doubles in a row, it is likely the pair of dice are unfairly weighted towards doubles. The next roll is actually more likely to be doubles than notdoubles.03

The outcomes for each of the die is {1, 2, 3, 4, 5, 6}.

After rolling doubles on a pair of dice three times in a row, your friend exclaims, "I cannot get doubles four times in a row!" Explain why this thinking is incorrect. Choose the correct answer below. O A. The friend is using the Multiplication Rule in conjunction with the Complement Rule to estimate the probability of rolling doubles on the fourth roll. However, the rolls are not independent, so the Multiplication Rule cannot be used. O B. For the outcome of the dice roll to be truly random, the friend should not be making any predictions. Holding expectations for results eliminates blindness and invalidates the experiment. O C. There is no law of averages for the short run. The three dice rolls do not affect the fourth roll of the dice. O D. With so many doubles in a row, it is likely the pair of dice are unfairly weighted towards doubles. The next roll is actually more likely to be doubles than not doubles.

After rolling doubles on a pair of dice three times in a row, your friend exclaims, "I cannot get doubles four times in a row!" Explain why this thinking is incorrect. Choose the correct answer below. O A. The friend is using the Multiplication Rule in conjunction with the Complement Rule to estimate the probability of rolling doubles on the fourth roll. However, the rolls are not independent, so the Multiplication Rule cannot be used. O B. For the outcome of the dice roll to be truly random, the friend should not be making any predictions. Holding expectations for results eliminates blindness and invalidates the experiment. O C. There is no law of averages for the short run. The three dice rolls do not affect the fourth roll of the dice. O D. With so many doubles in a row, it is likely the pair of dice are unfairly weighted towards doubles. The next roll is actually more likely to be doubles than not doubles.

College Algebra

10th Edition

ISBN:9781337282291

Author:Ron Larson

Publisher:Ron Larson

Chapter8: Sequences, Series,and Probability

Section8.7: Probability

Problem 4ECP: Show that the probability of drawing a club at random from a standard deck of 52 playing cards is...

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