“…Symbolically, = Lim s A -* °= An estimate of a may conveniently be written " to show that it is estimated from a sample. The most common estimate is , = sVN/(N -1) = \/xd2/(N - 1) which for practical purposes, especially when A is large, may be written a, = \/Xd2/N The calculation of the average deviation, a, has been included in what follows, because it is probably more familiar to chemists and it seems to afford a fairly close estimate of the standard deviation from the analytical results in this paper.…”