Mean,+Median+and+Mode

=** Measures of Central Tendencies .... Mean, Median & Mode **=

Definitions:

 * Mean ** simply is the average of the given data set.

**Median** means the middle number of the given data set. For an even numbered data set, the median is simply the middle number. However, for an odd numbered data set, there will be 2 middle numbers. We will then have to take the average or mean of the 2 middle numbers to derive the median of the data set.

** Mode ** means the most frequent number that appears on the data set. If there are 2 most frequent numbers, the data set can then be known to be bimodal.

For visual, real life examples, refer to the various media below: Example 1: media type="custom" key="3734981" Example 2: media type="custom" key="3734983"

Revision Material:
Don't think the above examples are enough?? For more personalised learning, click on the link below and do the following for the topic "Mode, Median and Mean" in this order: 1) Activity 2) Revision Bite 3) Quiz [|Revision Material on Mean, Median and Mode]

Online Game Resource:
Click on the link below to play an online game for Mean, Median and Mode. This game will allow you to use measured data to help make predictions, and compare data as well. [|Train Game]

Additional Worksheets for Practice:
Still feel like you need more practice? Click on the link below for more additional practice on the measures of central tendencies and analysis and interpretations of them! [|Worksheets]