a mathmatical term
I think you mean "mode." The mode in math is simple. When there's a group of numbers, the mode appears most often. How I remember is the "M" and the "O" in "mode" stand for "Most Often." :) Example : 42, 45, 45, 48, 49, 65, 92 The mode is 45. Note: There can be more than one mode or there can be no mode at all. Good luck! :)
A landmark in math is referring to the: Mean, Median,Mode and Range. Sometimes it will include the Minimum and Maximum.
the mode is the most common number for example 89,56,78,8,32,64,8 8 would be the mode you get it cause its the most common In math, mode means most used. So if you see a chart graph and you see some number that is the highest used, then that number would be the mode.
to work out various different types of averages
mean,median,mode,etc?
a mathmatical term
In math today we learned about mean, meadian, and mode!
Like, it shows a stat in a graph or group of things such as: the Median, range, Mode, Max, Min, Mean.
range,mode ,mean and cluster
range is the spread of the data mode is the most common value in the domain
I think you mean "mode." The mode in math is simple. When there's a group of numbers, the mode appears most often. How I remember is the "M" and the "O" in "mode" stand for "Most Often." :) Example : 42, 45, 45, 48, 49, 65, 92 The mode is 45. Note: There can be more than one mode or there can be no mode at all. Good luck! :)
A landmark in math is referring to the: Mean, Median,Mode and Range. Sometimes it will include the Minimum and Maximum.
the mode is the most common number for example 89,56,78,8,32,64,8 8 would be the mode you get it cause its the most common In math, mode means most used. So if you see a chart graph and you see some number that is the highest used, then that number would be the mode.
You have to add them together, then you divide them by two.
to work out various different types of averages
We use mean for measure the central tendency and mode for observed most common value of observation.