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Mean Median Mode Range and Quartiles Worksheet  Form

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statistics basic concepts mean median and mode if you're looking for patterns in a set of data mean median and mode can help you to see these patterns or Trends more clearly these are called the three measures of central tendency let's look at this example there are 15 children in a choir and they're all different ages if we list their ages horizontally it's easier to notice any trends the mean refers to the average in this instance we want to calculate the average age if you add up all of their ages and divide by the total number of kids this will give you the mean the sum of their ages is 172 divided by 15 children in the group this equals 11.46 with the six repeating which will round up to 11.5 so the mean age is 11 and a half years old next up the median refers to the middle value in other words if the data is organized from smallest to greatest or greatest to smallest the value in the very middle of the list is the median in this case 12. the median

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