In this video you can learn how to calculate Arithmetic Geometric and Harmonic mean. Calculating Harmonics Mean is made easier. The number of elements will be averaged and divided by the sum of the reciprocals of the elementsThe most common examples of ratios are that of speed and timework and time etc.
Calculating Harmonics Mean is made easier.
Consider the following grouped data and calculate the mean the modal group and the median group. In this video you can learn how to calculate Arithmetic Geometric and Harmonic mean. X 1 x 132 00758 142 00704 148 00676 152 00658 161 00621 f X. Calculate the harmonic mean of the numbers.