A. What is the probability that 4 are ​smartphone-dependent? The probability is ___. B. What is the probability that at least 4 are smartphone-dependent? The probability is___. C. What is the probability that at most 2 are ​smartphone-dependent? The probability is ___.

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Smartphone adoption among younger adults has increased substantially and mobile access to the Internet is pervasive. Fifteen percent of young adults in one study are​ "smartphone-dependent," meaning that they do not have home broadband service and have limited options for going online other than their mobile device. Consider a sample of 10 young adults selected.

A. What is the probability that 4 are ​smartphone-dependent?

The probability is ___.

B. What is the probability that at least 4 are smartphone-dependent?

The probability is___.

C. What is the probability that at most 2 are ​smartphone-dependent?

The probability is ___.

D. If you selected a sample in a particular geographic area and found that none of the 10 respondents are​ smartphone-dependent, what conclusions might you reach about whether the percentage of​ smartphone-dependent young adults in this area was 15​%?

Select the correct choice below and fill in the answer box to complete your choice.

A. Since the probability of a sample in which none of the 10 respondents are​ smartphone-dependent is ___, there is no reason to question the given percentage because this probability indicates that such a sample is reasonable.

B. Since the probability of a sample in which none of the 10 respondents are​ smartphone-dependent is ___,  there is reason to question the given percentage because this probability indicates that such a sample is not reasonable.

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