Create a set of seven data values in which the mean is higher than the medium
Any relatively large value will increase the mean significantly. So pick a bunch of small numbers and one large number.
how do I do that?
remember, if you have 6 small terms, like 1,2,3,4,5 and 6, then your mean is going to 3.5
but if you add a large number, then the mean will go high up. However, the medium value will stay low
so based from this, try to make that number set :) @pphalke
how do I make the mean higher than the medium
use smaller values for the first 6 terms, and then a large value to skew the mean and make it get higher. Remember, by doing this, it guarantees that the median stays low
|dw:1465686640304:dw|
7
not quite, if you find the mean, watch what happens
the biggest hint I'm giving you here is that the last number should be bigger
maybe 8 9
yes, those would work :)
You could pick a bunch of small numbers, eg 1, 2, 3, 4, 5, 6, and the last number be 1000. The mean will be far higher than the median.
if you calculate the means with a calculator, you would get a mean of \(\approx\)4.14 or \(\approx\)4.29
@agent0smith that's what I was trying to explain after you left :P but the problem doesn't say it needs to be much bigger
"So pick a bunch of small numbers and one large number." as in any small numbers you like, and one huge number will guarantee a large mean.
But i mean to him saying "how do i do that" in response to "So pick a bunch of small numbers and one large number.".
yep :P |dw:1465687046485:dw|
@pphalke does this make sense?
yes
Join our real-time social learning platform and learn together with your friends!