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In a collection of several numbers, some of which may or may not be duplicates: 'Mean' = average = add up all the numbers, then divide the sum by how many numbers there are in the group 'Median' = the value for which (# of higher members) = (# of lower members) 'Mode' = the value that shows up most often in the group. (If there are no duplicates in the group, then there is no mode.) Example: The group or 'population' is: 1, 2, 3, 3, 5, 7, 10, 50, 90 Mean = (1+2+3+3+5+7+10+50+90) / 9 = 171 / 9 = 19 Median = 5 (four are higher, four are lower) Mode = 3 (shows up twice in the population)

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Q: What is theRelation Between Mean Median And Mode?
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Related questions

What is the relation between mean median and mode?

In a symmetric distribution, the mean and the median are the same. Otherwise there is no relation. In symmetric distributions with only one mode, the mode will coincide with the mean and median, but otherwise there is no relation.


Who discovered the mean median and mode?

who discovered mean median and mode


Are the mean median and mode always numbers from a list of data?

the median and mode are but the mean is not


What is the median the mode the mean for 8181992183?

The median is 9 and the mode is 18 and the mean is 11


What is the mean median and mode for24 15 and 18?

The mean is 19. The median is 18. There is no mode.


What is the mean median and mode of a number?

The mean is the average. The median is the middle. The mode is the most common.


What is the mean median and mode of -3?

a single number, -3, is its own mean, median, and mode.


What are 3 popular questions about mean median and mode?

3 popular questions about mean,median,mode is whats the mean? whats the mode? whats the median? hope this helps


What is the mean median and mode for 1.6 1.7 1.8?

mean: 1.7 median:1.7 mode: none


Between Mean Median and Mode which are affected most by an outlier?

The mean is affected the most by an outlier.


What are the mean median range and mode of 5436?

median= 4&3 range=3 mode= no mode


What is generally correct about the relation between the mode median and mean?

Of a set of data the mode is the most, the median is the middle value in ascending order and the mean is the sum of the values divided by the number of values.