For which data sets is the median a better measure of center than the mean? Choose all answers that are correct. A. 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. B. Ameena’s last 5 cellphone bills were $98.05, $98.37, $99.25, $100.12, and $100.45. C. 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. D. Jennifer sold 5 cars. The selling prices were $16,500; $32,500; $32,600; $35,000; and $35,100.
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Do you know what median is?
Yes
Sorry I'm not good at math
:/ Ok
Wish I could help though
Its fine
Okay, so what have you done with this problem so far, have you worked on it?
I am confused with it
i dont get what to do in this problem
ok you are finding the problem where finding the median is the best.
Ok
Compared to the mean
Ok
Just looking at it, you might be able to eliminate a choice or two
how do you eliminate the answers, like how do you know which is wrong?
?
I think C is wrong it looks wrong to me
yup
For the right answer, you want to find one that has an outlier, that would throw off the average/mean.
What is an outlier?
a piece if data completely not like the rest like 4,6,5,3,2,61 61 is completely different and would mess up the average
And D?
yup, your answer is D
Yay so so far C and D right?
i mean just D
yup :)
just D
Just D.... Oh ok! Thx! can you help me in a couple more its like 3 more
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