According to a government statistics department, 20.4% of women in a country aged 25 years or older have a Bachelor's Degree; 15.8% of women in the country aged 25 years or older have never married; among women in the country aged 25 years or older who have never married 22.9% have a Bachelor's Degree; and among women in the country aged 25 years or older who have a Bachelor's Degree, 17.7% have never married. Complete parts (a) and (b) below. (a) Are the events "have a Bachelor's Degree" and "never married" independent? Explain. The probability of the event "have a Bachelor's Degree" is (1). by the occurrence of the event "never married", and the probability of the event "never married" is (2) - by the occurrence of the event "have a Bachelor's Degree", so the events are (3) (b) Suppose a woman in the country aged 25 years or older is randomly selected. What is the probability she has a Bachelor's Degree and has never married? Interpret this probability. The probability is (Round to three decimal places as needed.) This probability means that if 100 women in the country aged 25 years or older were randomly selected, (4) about of them to (5) (Round to the nearest whole number as needed.) (1) O not affected (2) O affected (3) O not independent. (4) O it is guaranteed that O affected O not affected O independent. O one could expect (5) O have a Bachelor's Degree or never have married. O have a Bachelor's Degree and never have married. O have a Bachelor's Degree. O never have married