User:Jackrom/sandbox



Linus Barbosa at the time of this writing is an intelligently gifted student of St. John Bosco's High school in Brampton, Ontario Canada. While working on his regular math course work he came upon the above sequence.

Column 1 is basically obtained by adding the last term number to the current term number: (n-1) + n	Column 2 is obtained by adding the column 1 from the current term to the last term in column 2: [2n-1]+ Square of [n-1] Further...Column 2 is the same as the square of the nth term. As you can see the formula for column 2 formula if expanded gives n squared. But this is not the significance of this SSS method. The way the numbers are laid out is the main significance. There are very special applications of this method.