The mean is important here because ...
But I'm wrong to say it's not the median to be considered???
If the mean is important then the median is not.
So I'm correct.
Even if you meant to say median, I'm not wrong because for every number that leads to a mean of 14, you would come to its own median.
012345678910111213141516171819202122232425262728
Where (0+28)/2=14
(1+27)/2=14
The natural expectation would show a median of 14 on this line
To show a median of 5 would indicate that 5 months was the middle of the line of numbers ....however, for everyone who stayed only 5 months, you'd have to have suitable amounts of people above that range in values that lead up to a mean of 14.
In order to drive the mean that much higher than the median, all months 0-5 would have to be less in frequency because the incidences of extremely high months of stays would also be outliers.
So, the median is still not as important because it only means that the death rate was natural without Covid for a certain number of people....but anyone who, at this point, was expected to live more than 8.5 months, which is a solid amount, as the increased mean shows, had their life shortened below expectations if they died of Covid.
My assessment stands.
You're welcome too.