For which data sets is the median a better measure of center than the mean? Choose all answers that are correct. A. The players on a local baseball team are all 16 or 17 years old. There are about the same number of players of each age. B. Jennifer sold 5 cars. The selling prices were $16,500; $32,500; $32,600; $35,000; and $35,100. C. Ameena’s last 5 cellphone bills were $98.05, $98.37, $99.25, $100.12, and $100.45. D. Neil surveyed local gas stations to find the price per gallon of gas. The prices were $3.45, $3.49, $3.51, $3.52, $3.54, and $4.13.
My best guess is C
what are your guesses?
The mean of a data set is sensitive to extreme scores. The data here: Jennifer sold 5 cars. The selling prices were $16,500; $32,500; $32,600; $35,000; and $35,100. has a 16,500 data point that is much lower than the other 4. I would use the median to represent this data set. ---------------- Look at the other answer options to determine if there are multiple answers for this question. @Kat_Cat7
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