Define weighted mean

1.	Define weighted mean
Answer» Weighted Mean is an average computed by giving different weights to some of the individual values. If all the weights are equal, then the weighted mean is the same as the arithmetic mean.It represents the average of a given data. The\xa0Weighted mean is similar to the arithmetic mean or sample mean. The\xa0Weighted mean is calculated when data is given in a different way compared to the arithmetic mean or sample mean.Weighted means generally behave in a similar approach to arithmetic means, they do have a few counter-instinctive properties. Data elements with a high weight contribute more to the weighted mean than the elements with a low weight.The weights cannot be negative. Some may be zero, but not all of them; since division by zero is not allowed. Weighted means play an important role in the systems of data analysis, weighted differential and integral calculus.<br>A weighted mean its a kind of average. Instead of each data point contributing equally to the final mean, some data point contribute more "weight" than others. If all the weight are equal, than the weighted mean equals to arithmetic mean.

Discussion