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3.19,3.49,3.79,3.89,3.99,4.19
What is the median of the list of numbers?

3.19,3.49,3.79,3.89,3.99,4.19 3.19,3.49,3.79,3.89,3.99,4.19 \newlineWhat is the median of the list of numbers?

Full solution

Q. 3.19,3.49,3.79,3.89,3.99,4.19 3.19,3.49,3.79,3.89,3.99,4.19 \newlineWhat is the median of the list of numbers?
  1. Identify Ascending Order: 3.193.19, 3.493.49, 3.793.79, 3.893.89, 3.993.99, 4.194.19\newlineIdentify the ascending order of the given data set.\newlineThe data set is already in ascending order, so we do not need to rearrange it.
  2. Find Median: 3.19,3.49,3.79,3.89,3.99,4.193.19, 3.49, 3.79, 3.89, 3.99, 4.19\newlineDetermine the median of the list of numbers.\newlineSince there are 66 numbers in the list, the median will be the average of the 33rd and 44th numbers.
  3. Calculate Median: 3.793.79, 3.893.89\newlineCalculate the average of the 33rd and 44th numbers to find the median.\newlineMedian =(3.79+3.89)/2= (3.79 + 3.89) / 2\newlineMedian =7.68/2= 7.68 / 2\newlineMedian =3.84= 3.84