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Problem 9. Remaining time: 175:02 (min:sec) (1 point) Note: the scenario and information provided in this question is ctional and only for exam purposes. Alberta

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Problem 9. Remaining time: 175:02 (min:sec) (1 point) Note: the scenario and information provided in this question is ctional and only for exam purposes. Alberta COVlD-1E statistics report that the age for those hospitalized with COVID1EI is normally distributed with a mean age of 50.5 years and a standard deviation of 8.837 years. Please use this information to answer the following questions and please use R (not the z-table) for any calculations. a. What is the probability that a randomly selected individual hospitalized for COVID-19 Will be at most 63 years Old? Answer: Round to at least FOUR digits alter the decimal if necessary b. Because of the rising number of COVID-19 patients inAIberta hospitals, a patient must be older than 65 years to receive fast-track hospitalization. What is the probability that an individual hospitalized for COVID-19 will have received fast- track hospitalization? Answer: Round to at least FOUR digits aer the decimal if necessary c. The youngest 5% of patients who are hospitalized for COVID19 are considered 'young' patients. What is the maximum age (in years) that an individual hospitalized for COVID-1EI can be and still be considered a 'young' patient? Answer: years. Round to at least FOUR digits aer the decimal if necessary. d. Suppose the zsoore (standardized score) of the age of a person hospitalized for COVID19 is given as 1.14. Which of the following statements is a correct interpretation of the meaning of this value? 0 A. This person is 1.14 times older than the average person hospitalized tor COVID19 O E. This person is 1.14 years older the average person hospitalized for COVID19 Q C. This person is 1.14 standard deviations older than the average person hospitalized for COVID19 O D. There is not enough information provided to interpret this value

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