Question
Based on data randomly collected by the CDC, 43.2% of US women aged 20 - 29 eat fast food on any given day. Complete parts
Based on data randomly collected by the CDC, 43.2% of US women aged 20 - 29 eat fast food on "any given day". Complete parts (a) through (e) below. Round all probabilities to three decimal places, if needed.
(a) If one US woman aged 20 - 29 is randomly selected, what is the probability she eats fast food on "any given day"?
(b) If one US woman aged 20 - 29 is randomly selected, what is the probability she does NOT eat fast food on "any given day"?
(c) If two (unrelated) US women aged 20 - 29 are randomly selected, what is the probability they both eat fast food on "any given day"?
(d) If two (unrelated) US women aged 20 - 29 are randomly selected, what is the probability they NEITHER eats fast food on "any given day"?
(e) If two (unrelated) US women aged 20 - 29 are randomly selected, what is the probability they AT LEAST ONE eats fast food on "any given day"?
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