Mean and standard deviation are important indicators reflecting data distribution in statistics.
Mean is a measure of the trend in data set, and its typical formula is a = (x1+x2+x3+...+xn)/n.
Standard deviation is a measure of data dispersion trend, and its typical formula is standard deviation d = √ {[(x1-a) _+(x2-a) _+(x3-a) _+...+(xn-a) _]/n}.