Analyze the scenarios and complete the following: a. Determine what type of approach should be used to calculate the desired probability: theoretical, empirical, or subjective. b. Determine the probability of the desired event. A survey of 1.500 part time staff in a hospital showed that 100 do not have any group health insurance plan. On the basis of this survey. what is the probability that a randomly selected part time staff member does not have any group health insurance plan? a. Approach: b. Probability: 0 Round to three decimal places A woman was successfully treated for breast cancer. She asks her doctor about the probability of local breast cancer reoccurrence. Based on the doctor's experience and expertise, he told her that the percent is about 7%. a. Approach: V b. Probability: 0 Round to three decimal places A ve-member team of doctors is formed to perform a heart transplant surgery. What is the probability that any one of the five doctors is chosen as the spokesperson? a. Approach: b. Probability: 0 Round to three decimal places Analyze the scenario and complete the following: Calculate the probability of the desired event (assuming all outcomes are equally likely) using an appropriate method (outcome table, a tree diagram, or a Venn diagram). A professor in a pre-health science class takes a poll of her 34 students and finds that 14 intend to go into Nursing, 13 intends to pursue Degrees, and 9 intends to pursue Nursing Degrees. What is the probability that a randomly selected student will pursue either a degree credential or to be in a nursing program? P(Nursing or Degree): 0 Round to two decimal places What is the probability that a randomly selected student will pursue a non-degree credential in a non-nursing program? P(NonDegree in a Non-Nursing Program): 0 Round to two decimal place: Question 5 of 10 Analyze the scenario and complete the following: Calculate the probability of the desired event (assuming all outcomes are equally likely) using an appropriate method (outcome table, a tree diagram, or a Venn diagram). A nursing student is required to take an online quiz as part of her ongoing training. There are 10 True or False questions on the quiz and she knows the answers to 6. If she needs a score of 8 or better out of 10 to pass the quiz, what is the probability that she will NOT pass the quiz by guessing randomly on the 4 questions she is unsure of? Probability = 0 Round to two decimal places