How will adding the value 90 affect the mean and median of the data set 1, 5, 5, 6, 9, 10? A. The mean increases more than the median increases. B. The mean increases and the median stays the same. C. The median increases and the mean stays the same. D. The mean and the median increase by the same amount.
@OrangeMaster
@Hero
@massiel928 @elementwielder
@dan815
@Caitlyn_Morgan
hey bro can u figure it out
mean is the average number,median is the middle number
dan can u figure out
ok
i give medal for answer and u get a fan
try doing process of elimination... which ones can it not be?
mr_dynatmite i want you to be able to solve it
can you tell me what the median is right now
well it cant be d
it could be c
correct... for your first assumption... explain to me why the mean wouldnt increase if you were to choose C
6 is more bigger than 5
dude i really suck at this
if mean is the average between all the numbers (meaning add all numbers and divide by amount of numbers added) why would 90 not effect the mean?
you gotta believe in yourself this is easier than it looks
think about it say you were getting 50s on all your grades so far, but suddenly you got a 90! will that improve your average?
^example of mean
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