The probability that the resident is in favor of legalized gambling is _(Answer

Question

The probability that the resident is in favor of legalized gambling is _(Answer 1)_.

Suppose the person is in favor of state-owned liquor stores. The probability that the person is 30–45 years old is _(Answer 2)_.

Suppose the person selected is under 21. The probability that the person is in favor of some other option is _(Answer 3)_.

Suppose the resident is not in favor of legalized gambling. The probability that the respondent is 21–30 years old is _(Answer 4)_.

If the person selected is under 21 or at least 45, the probability that this resident is in favor of state-owned liquor stores is _(Answer 5)_.

As a result of decreasing revenue and economic conditions, many states have tried to legalize gambling or, in states where gambling is already legal, expand casino operations. For example, New Hampshire legislators recently added games of chance and raised the limit on a single wager. They also passed legislation to more closely regulate gambling by charitable organizations. To measure public opinion in Kansas, a random sample of residents was selected and each response was categorized according to revenue preference and age. The results are given in the two-way table.



Fill in the blanks. (Give your answers to four decimal places.)

The probability that the resident is in favor of legalized gambling is _(Answer 1)_.

Suppose the person is in favor of state-owned liquor stores. The probability that the person is 30–45 years old is _(Answer 2)_.

Suppose the person selected is under 21. The probability that the person is in favor of some other option is _(Answer 3)_.

Suppose the resident is not in favor of legalized gambling. The probability that the respondent is 21–30 years old is _(Answer 4)_.

If the person selected is under 21 or at least 45, the probability that this resident is in favor of state-owned liquor stores is _(Answer 5)_.

Explanation / Answer

The probability that the resident is in favor of legalized gambling is _(Answer 1)_.

Suppose the person is in favor of state-owned liquor stores. The probability that the person is 30–45 years old is _(Answer 2)_.

Suppose the person selected is under 21. The probability that the person is in favor of some other option is _(Answer 3)_.

Suppose the resident is not in favor of legalized gambling. The probability that the respondent is 21–30 years old is _(Answer 4)_.

If the person selected is under 21 or at least 45, the probability that this resident is in favor of state-owned liquor stores is _(Answer 5)_.

As a result of decreasing revenue and economic conditions, many states have tried to legalize gambling or, in states where gambling is already legal, expand casino operations. For example, New Hampshire legislators recently added games of chance and raised the limit on a single wager. They also passed legislation to more closely regulate gambling by charitable organizations. To measure public opinion in Kansas, a random sample of residents was selected and each response was categorized according to revenue preference and age. The results are given in the two-way table.



Fill in the blanks. (Give your answers to four decimal places.)

The probability that the resident is in favor of legalized gambling is _(Answer 1)_.

Suppose the person is in favor of state-owned liquor stores. The probability that the person is 30–45 years old is _(Answer 2)_.

Suppose the person selected is under 21. The probability that the person is in favor of some other option is _(Answer 3)_.

Suppose the resident is not in favor of legalized gambling. The probability that the respondent is 21–30 years old is _(Answer 4)_.

If the person selected is under 21 or at least 45, the probability that this resident is in favor of state-owned liquor stores is _(Answer 5)_.

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