The ages (years) of three government officials when they died in office were 58, 44, and 59. Complete parts (a) through

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The Ages Years Of Three Government Officials When They Died In Office Were 58 44 And 59 Complete Parts A Through 1 (74.05 KiB) Viewed 15 times

The ages (years) of three government officials when they died in office were 58, 44, and 59. Complete parts (a) through (d). a. Assuming that 2 of the ages are randomly selected with replacement, list the different possible samples. O A. (58,44), (58,59). (44,58), (44,59), (59,58), (59,44) O B. (58,58), (58,44), (58,59), (44,44). (44,59).(59,59) O C. (58,44), (58,59), (44,59) O D. (58,58), (58,44), (58,59). (44,58). (44,44). (44,59), (59,58), (59,44), (59,59) b. Find the range of each of the samples, then summarize the sampling distribution of the ranges in the format of a table representing the probability distribution. Sample Range Probability (Type an integer or a fraction.) c. Compare the population range to the mean of the sample ranges. Choose the correct answer below. O A. The population range is not equal to the mean of the sample ranges (it is also not equal to the age of the oldest official or age of the youngest official at the time of death). O B. The population range is equal to the mean of the sample ranges. O C. The population range is equal to the age of the oldest official at the time of death and the mean of the sample ranges is equal to the youngest official at the time of death. O D. The population range is equal to the youngest official at the time of death and the mean of the sample ranges is equal to the oldest official at the time of death. d. Do the sample ranges target the value of the population range? In general, do sample ranges make good estimators of population ranges? Why or why not? O A. The sample ranges do not target the population range, therefore, sample ranges make good estimators of population ranges. OB. The sample ranges do not target the population range, therefore, sample ranges do not make good estimators of population ranges. OC. The sample ranges target the population range, therefore, sample ranges make good estimators of population ranges. O D. The sample ranges target the population range, therefore, sample ranges do not make good estimators of population ranges.