A medical practice group consists of seven doctors. 5 women and 2 men. The women are Drs. Paquette. Holmes, Hein. Marland, and Loughlin. The men are Drs. Jonswold and Sosa. Suppose new patients are randomly assigned to one of the doctors in the group. Complete parts (a) through (d) below. a. List the equally likely outcomes that could occur when a patient is assigned to one of the doctors. Choose the correct answer below. V Paquette, Loughlin, Holmes, Hein, Marland, Jonswold, and Sosa Paquette, Loughlin, Holmes, Jonswold, and Sosa Jonswold and Sosa Paquette, Holmes, Hein, Marland, and Loughlin b. What is the probability that the new patient is assigned to a female doctor? Express your answer as a fraction and as a percentage. First express the probability as a fraction. 5 The probability as a fraction is 7 . (Simplify your answer.) Now express the probability as a percentage. The probability as a percentage is 71.4 %. (Type an integers or a decimal rounded to one decimal place as needed.) c. What is the probability that the new patient will be assigned to a male doctor? Express your answer as a fraction and as a percentage. First express the probability as a fraction. 2 The probability as a fraction is 7 . (Simplify your answer.) Now express the probability as a percentage. The probability as a percentage is 28.6 %. (Type an integers or a decimal rounded to one decimal place as needed.) d. Are the events described in parts (b) and (c) complements? Why or why not? 0 A. The events are not complements because the event "male doctor" is equivalent to the event "not a female doctor." 0 B. The events are not complements because the event "male doctor" is not equivalent to the event "not a female doctor." 0 C. The events are complements because the event "male doctor\" is equivalent to the event "not a female doctor." 0 D. The events are complements because the event "male doctor' is not equivalent to the event "not a female doctor."