Chapter 5: Q 5.11. (page 200)
Which of the following numbers could not possibly be a probability? Justify your answer.
a. 5/6
b. 3.5
c. 0
Short Answer
3.5 could not possibly be a probability because it is more than 1.
Chapter 5: Q 5.11. (page 200)
Which of the following numbers could not possibly be a probability? Justify your answer.
a. 5/6
b. 3.5
c. 0
3.5 could not possibly be a probability because it is more than 1.
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Why is probability theory important to statistics?
Die and coin. Consider the following random experiment : First , roll a die and observe the number of dots facing up: then toss a coin the number of times that the die shows and observe the total number of heads. Thus , if the die shows three dots facing up and the coin (which is then tossed tree times) comes up heads exactly twice, then the outcome of the experiment can be represent as (3,2).
Part (a) Determine a sample space for this experiment.
Part (b) Determine the events that the total number of heads is even.
In Exercises 5.16-5.26, express your probability answers as a decimal rounded to three places.
Russian Presidential Election. According to the Central Election Commission of the Russian Federation, a frequency distribution for the March 4. 2012 Russian presidential election is as follows.
Find the probability that a randomly selected voter voted for
a. Putin.
b. either Zhirinovsky or Mironov.
c. someone other than Putin.
Discuss the pros and cons of binomial probability tables.
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