The mode is the number which appears most often in a set of data. Since it appears most often, it will have the greatest impact on the mean, moving it toward that number. if it occurs often enough, the mean will be fairly close to what the mode is.
In math today we learned about mean, meadian, and mode!
example of mean, median and mode that are reported in a health care organization
The question doesn't give enough information to give you a specific sequence.
2, 2, 5, 7, 9, 11. Mean = Median = 6 Mode = 2
Mean = 5.5 Mode = 3
There is not enough information to be able to determine the mode. The distribution will be left tailed, which will give a clue that the mode is greater than 8. Without the equation of the curve or the actual data, the mode can not be determined.
who discovered mean median and mode
The mean. Or the mode.
There is no direct relationship between the mean and mode.
not sure what you mean by this, are you running in windowed mode, that might explain it.
arcade mode
If you are asked to take an appropriate average from a box plot or cumulative frequency with a fairly even range either side of the box, use the mean, because it will be the most accurate. However, if there is an unusually high result, use the median because it will be unaffected by this result, and so less skewed. The mode is the most fashionable number, i.e. the result that occurs most. All it really does is give a rough idea of the average.