#PythaShastri approximate formula is
(n^2)/((n+1)^2) - ((n-1)^2)/(n^2) is approximately 2/((n+1)^2).
This is a thumb rule sort of equation. The higher the value of n, better is the approximation.
This gives a sense of growth of squares. The percentage growth of squares is approximately 2 by the current square.
This has practical thumb rule application in areas where squares of numbers are involved. Perhaps population, rumour growth, fear spreading calculations etc.
(n^2)/((n+1)^2) - ((n-1)^2)/(n^2) is approximately 2/((n+1)^2).
This is a thumb rule sort of equation. The higher the value of n, better is the approximation.
This gives a sense of growth of squares. The percentage growth of squares is approximately 2 by the current square.
This has practical thumb rule application in areas where squares of numbers are involved. Perhaps population, rumour growth, fear spreading calculations etc.
Is it Abel transform?
ReplyDeleteI would like to believe that #PythaShastri approximate formula is very slightly an Abel transform.