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The median (the 5.5 value) lies between the fifth value and the sixth value.Thus, the median lies between 7 home runs and 8 home runs.Median = value in the data set meaning that it lies between the third and fourth values.Thus, the median is calculated by averaging the two middle values of 25.2 and 25.6. Average = (value below median value above median) ÷ 2 = (third value fourth value) ÷ 2 = (25.2 25.6) ÷ 2 = 50.8 ÷ 2 = 25.4 The value 25.4 falls directly between the third and fourth values in this data set, so 25.4 seconds would be the median time.Information identified as archived is provided for reference, research or recordkeeping purposes.It is not subject to the Government of Canada Web Standards and has not been altered or updated since it was archived.
Then, using the following formula, figure out which value is the middle value.Remember that n represents the number of values in the data set.Median = value = (5 1) ÷ 2 = 3 The third value in the data set will be the median.In order to calculate the median, the data must first be ranked (sorted in ascending order). Median = the middle value of a set of ordered data.The median is usually calculated for numeric variables, but may also be calculated for categorical variables that are sequenced, such as the categories in a satisfaction survey: excellent, good, satisfactory and poor.
Since 25.6 is the third value, 25.6 seconds would be the median time.