Explain why x is or is not a binomial random variable. (HINT: Compare the characteristics of this experiment with those of a binomial experiment given in this section.) Two balls are randomly selected with replacement from a jar that contains four red and six white balls. The number x of red balls is recorded. Explain why x is or is not a binomial random variable. O The random variable x is not a binomial random variable since the balls are selected with replacement. For this reason, the probability p of choosing a red ball changes from trial to trial. O The random variable x is a binomial random variable since the balls are selected with replacement. For this reason, the probability p of choosing a red ball does not change from trial to trial. O The random variable x is binomial random variable since there is an unequal number of red and white balls in the jar. For this reason, the probability p of choosing a red ball does not change from trial to trial. O The random variable x is not a binomial random variable since there is an unequal number of red and white balls in the jar. For this reason, the probability p of choosing a red ball changes from trial to trial. If the experiment is binomial, give the values of n and p. (If the experiment is not binomial enter NONE.)

College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter9: Counting And Probability
Section9.3: Binomial Probability
Problem 2E: If a binomial experiment has probability p success, then the probability of failure is...
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Explain why x is or is not a binomial random variable. (HINT: Compare the characteristics of this experiment with those of a binomial experiment given in this section.)
Two balls are randomly selected with replacement from a jar that contains four red and six white balls. The number x of red balls is recorded.
Explain why x is or is not a binomial random variable.
O The random variable x is not a binomial random variable since the balls are selected with replacement. For this reason, the probability p of choosing a red ball changes from trial to trial.
O The random variable x is a binomial random variable since the balls are selected with replacement. For this reason, the probability p of choosing a red ball does not change from trial to trial.
O The random variable x is a binomial random variable since there is an unequal number of red and white balls in the jar. For this reason, the probability p of choosing a red ball does not change from trial to
trial.
O The random variable x is not a binomial random variable since there is an unequal number of red and white balls in the jar. For this reason, the probability p of choosing a red ball changes from trial to
trial.
If the experiment is binomial, give the values of n and p. (If the experiment is not binomial enter NONE.)
n =
p =
Transcribed Image Text:Explain why x is or is not a binomial random variable. (HINT: Compare the characteristics of this experiment with those of a binomial experiment given in this section.) Two balls are randomly selected with replacement from a jar that contains four red and six white balls. The number x of red balls is recorded. Explain why x is or is not a binomial random variable. O The random variable x is not a binomial random variable since the balls are selected with replacement. For this reason, the probability p of choosing a red ball changes from trial to trial. O The random variable x is a binomial random variable since the balls are selected with replacement. For this reason, the probability p of choosing a red ball does not change from trial to trial. O The random variable x is a binomial random variable since there is an unequal number of red and white balls in the jar. For this reason, the probability p of choosing a red ball does not change from trial to trial. O The random variable x is not a binomial random variable since there is an unequal number of red and white balls in the jar. For this reason, the probability p of choosing a red ball changes from trial to trial. If the experiment is binomial, give the values of n and p. (If the experiment is not binomial enter NONE.) n = p =
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